@keyframes rwdcur195709 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 13 2, auto;}
5%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEd0lEQVRYhe2WX2iVZRzHP++fnbO5Obd55ubZ1DWn29l0LU3dckmKSsgu1DTSxAgddFWQBF0XVBBdZFCBIN0UJERRd1HktARJUbIsqfRIpqxtqftzds7z5/d0cXbmgRI6RycEfeF38b4vv+f5vN/v+/x44b+m7du2xXfs2NF+t9YLCm3oWLZsSRiG37a3t9PS0nLiwoULcicAfsEdzhnnXAR4OQiC0319fSvuKYCxVowxGGMQazudcyc3b9r06rp160rvCYDWWrTWGK3RxmCNCa3Iix6c6enpeWjGAYwxorVmuozBaI0xpk1Ejq9cufLNzs7OWTMHoLXJB0h7NeRd+9baZz3PO7d8+fINMwOQ74BSDLY+xVDnc2RsCUoptFIYrZtF5MuOjo5DiUSi8u4CWCvWGLQxaK2xAhc71nJly1ukYmvJKIWaArTW7gd+SCQSfbdbr+A50NDQUOGce16sRRtDqr6Xm00LSNVWMRHvxg/nQ/IbxGpEBKDS87zdtbW1S2Ox2NHh4eHJO3JARMSKYK3FGIPVGsHHry9BLaxgcM0Wrj/2HulYN0qp6VistbuBH9va2h6/Iwfi8XgZ8IK1Fq01k3VrGWu8D9dQCnNCKPFRZZVkGh/G96vxLh/HAc45nHPlnuftjMViXbFYbGBkZGQ8LBTAOScATgQRQYwGI+A8qA2hLICoj/aFVHMP3jGFWEsQhgRBQBgEBGG41ff93qampvmFj2IQ5xziHCKCMxqMy1ZpCDUBzPEgCHBjw9MxKKXItG8gE1ZkY9H6j2QyaYoCmHIiW3YKQBvIKAgExAPlkBtX0VqjtEYpxcT6vdzY9yHpRVtRmcwpgIIjyAHkIDAKMikYMuDKoDoCKQcZwY4kccZkoxLBVDeix6pIrzhAefXmr/i0r0iA3Ns7h3/+fSpIMTm0Cls/H6qjUB4B5SNXziLGEPg+0taNKZ0LQxpRMFbZcaJYB0zeVw2p3/AHXsP/XGO79kDrI7CgFfwI/HoUACsCXRshA6QdKDeOuF+KBchGkOeCcw7EwMlD2WrqheZeMOlbXQ0JSAtkBCxn+aBZigZwzuWf7VsQOSW/zla+ahZNATgw7mzudjF/RNOnQOIJxl/5AvvMG7jEmtv3zJ4LlfEp+wWsO517VPggym4uzjkfiZIiDl074cFtcPUnODcAn70Lw78DUL/vMKPD50m5aPaYKpeNYEoFj+Jr1665uro6jDGtKqibPRp/FCYFMh6Uz4Mlq2HjXnhgPZRXUtO2mdIl3adGZdY8/rQ+ozaNdgc4f9AWBQAwODg4UFVVdVBHms6MzdswTkqWknIRJgUmHZgQqhZC50ZKIpGXoqmJgzfTswyjdhUT8h1HFr+TW8srBuBv6r9cgc8TBF4/obeaqAelPkQ9iHrfo9z9jEol183P3LCfcKS5/+4C5Ovp5DJ8+gm8PUS8GqI++Ozj9cbDPHlpP2mJ8NHit2cOIKc9l0rx2Y7v9RPQgnGtTEgaSz0fL746Y/v+o3ZdbGHXxeZ7u+n/+pf6C+t7mBnTcPXtAAAAAElFTkSuQmCC) 13 2, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
30%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEfUlEQVRYhe2WbWiVZRjHf89zzs45bXPOqVOH1dxObmfThS8TFiIaLCyGqJnlSx9EV5+KgqC+RFgfCgKhghIC6UtUQin0uUICo5elpFbLmGZpbXO+bmfPc79cVx/OOSrkh3bchKA/3DwPPPd9XT/+131f9wP/NW3csKFh06ZNbZMVLzHRBe2LFt2TTCa/bWtrI5vNHu7v75dbAQgnvELVqWoKeCWRSPT19PQsva0AzntxzuGcQ7zvUNWvH+jufnXVqlWZ2wJgrRVrLc5atHYB3rmkF3khgCNdXV33TTmAc06stVhrqdv6IlUPPoPXBM65VhH5ctmyZW90dHRUTh2Ata4E4IKQzMq1zHrqPcLsaqy1off+6SAIji1evPj+qQG4wQFjPb83wsiKeczc8TLTNr+GCytx1jaJyGft7e3v5nK5mskF8F68c1jncM4jAmcaYKAzQXJNN/XPfUKiYyPWWrz3u4ATuVyuZ9IAvPfOe493DusF9RAA+So4sxxGO+dQt2030x/fi6uowzk3X1U/zeVy77e2ttbdMoCIiBfBe4+zHi22oaAY7UIWhleGVHStof7ZgySXbMUag/d+K/BTa2vr5lsC0EIjwosUSuCvfwuKI66F4dUQLZ3JjPXPU7NtLy4zB2ttvYh81NLScqClpWVuuQCiqqgI3nnU3XyeJGDsbjDOksouZ9YT+0gu2VJyY72qHmtsbExOvBWDqCqiindyDUABAVzxHYBLDhPHGBPjU3dQtfZJqjfvwVU2YK0dOn36tCsLAEBVEeNQV0hYGh4wxaeMxFgTFyDimPPpCobu6qL6kT2kunZ+B+VcRkUAALEeddcvwxKEA0we7PHz2Kt5TBxh4ohRQgajkF9G5jBe//AXAMmyAFQLDjhDRX9EJoY4m0ZrE+BAHOgwyJFjJE2KZO1MgpoUlzUBkcHEwpmrmcPlAjilVIII8jGJ7yPCrwx+bgXMThPUzcCNemTgBJKehh+7gKab8ZFCpGB0FK+/lu8AgCpixsHFiI0Ra9CTY+ihs8j4XzB3Nn70PBKPIvFVXMUCiARiAc9RPmiSsgFUtbDrbQy2AKDWoM6h4uHyRfSPnxGbB5NHzRimqqYIoOD0aCnYxAFUr50C6w3Ds6pJXVYYGkO9BW8LU8SBeNTk8T7CVNbBFQUj4LWvbIBi/UVVQ4kizl0CMtNJN0+nauwqSQyMUHBCBfUGubMRJxUQGzBaKEFREz6GfX19oqq7VfWcRDGctXDWEP/puGCrGMq2c2Xdo9judUhjE6qCpjLfEKkrbsAI0R9L8Sb8VwwwODh4qLa29s1k60NHhsfnjZKXheQ1xbjAuOJtiKmux7R0EjY0vhR+/uFbduE6zxXfyZj8wP7md0qxgnIA/qHe36oJeYxE0EsyWEE6gEwI6QDSwXGM3ssVqeGiO8klf5D9Tb2TC3CjdpxeREgviWA7qaCOdAghO3l9/j62ndpFJCk+bn576gBK2n4qQ8hGwqCXBFmctjAmEZ65HGg+N2V5b6otA1m2DDTd3qT/61/qb4sNvXO5OUshAAAAAElFTkSuQmCC) 13 2, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
85%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEZklEQVRYhe2UXWiWZRjHf89H23RzNn2XOieubbi9m85l2tRWppWRipil+ZVgOgqhDoqgsxKhBOmgDiIQopOKgigMOogizTKsZoJlQqmTdKXb0Jpu73N/XFcH7/u2BQm9mwpBf7h44Hm47ut3///3/cB/TQ9tfLR67SPbmq7WelGhDTNbb62P4+ib5pZbqJ+RPnj82FEZDUBYaIOqOBUpQmVnHIWdK1c/POe6AnhrxVmLcw7vfYuoHLpv2coXF929tOS6AFhrxFqDNQZrDd6a2It/NlD9bmH7ooXXB8AkWJOQB3HG4KxtFPEH5s5re3l265yx1xLAmdzubZKQCSqGw4TOuydBj85qaVlyTQC8dUMRGMNvDZvpmfUEGReRJBlskuCcrRWRT5ubm/ek0+nyqwrgrBFvbXbH1iBeOdG0kDP3v8JAagGJSTBJgjUG7/024Id0Or3iSusV/B+YWj2tTEWe8s5hreXypNv5vWYaA5XjuVy1gDCaDF1fIt4iIgDlQRBsqKysnJFKpfb19vYOjsoB75147/De4ZzBW4MohJNizLRSzrUt48KDb5BJzccYg8lF5b3fAPzY2Ni4dlQOVFVNHaOqz3ifdWDwpoX0V9+MTi2B8THcEGLGlJNU30EYVhCcPoACqoqqlgZBsCaVSrWmUqn9fX19l+JCAVRFUEW9R7xHnAUnoAFUxjAmguIQGwoDtQsIPjeI90RxTBRFxFFEFMerwjBsr6mpmVJwBKiKqiKqiAjqLDjNVkkMEyIYH0AUof29f8VgjCFpWkISl2VjsfZ8V1eXKxwAJMuh2fI5AOsgMRAJSABGkYvdWGsx1mKM4fLizVzc+g6Z6aswSfItQMER5AHyEDgDyQD0ONAxUFEEAwqJ4Pu6UOcQEUQEV1GN7b+RzJynKa1Y+hl7V4wQIL97VcJjb1LGAIM98/CTp0BFMZQWgQmRM0cQ54jCEGmcjyuZCD0WMdBf3nxwpA64YacaBn4h3L+L8GOLb90EDXfBtAYIi+DEPgC8CLTeAwmQUTB6CdGfRwqQjWCYC6oK4uDQnmzVtENtO7jMUNfUNGQEEgHPEd6qlREDqOrwuz0EkVfXF9kargnTcwAKTo/kX4/oGpIbLlVpLr3wCf7xl9B025V7xk2E8qqc/QJeO/OfCv8RZYeLqoZIMQNUQesamPsAdB+Ho/vhw9eg9+xQ04JVoMXZa2o0G0FOBTvQ2dkpqrpDVbvFhHDWwlkD54CyJli8HXZ/Bc/vheWPZZvGVnxNRl3uAGYQPZZfLygUIK+6urp4cFzbiu47dy0nCtZRFJZREkBJyNAzhK7Dz7Hj3o/Y+esWztvt9LrDvF1766gB/qaO02WErCMKOoiD2yjOARQHUBx8j9HZ/CHlXHA/cdF/wLu1HVcXYLi2dM0kpIMo2ERRMIHiEEK2srv6dTae2kZGiniv7tVrB5DXplMlhKwmDDqIqMdpA5clg2cy79d1X7O5/6j1J+tZf7L2+g79X/9SfwKgBpoBOyRhmQAAAABJRU5ErkJggg==) 13 2, auto;}
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}
div.testarea{
animation:rwdcur195709 0.66666666666667s linear infinite forwards;
}
