@keyframes rwdcur27591 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACOklEQVRYhe3WTWsTURQG4Hcmk2mShrTWNLEmuBANDXFRooS0hDKakDIQLQGhG6kbEboWuhX8BfoD3HRVEMxCXLSLUD9Io1DBUqhKFzG4aTQkadLMx53MdVH7A+aOzSB4Zn3e+zDn3GEAh4tjaZJlWUwVUnfCkXBIhNg2NbNR3i4frD9dr1nNEqw2LDxcSM7n5p+lr6czscsxjGMcPvigXFI+1r/Xb1dKlcaZAmLR2IxP8GU232yiZ/YQDofBd3m0m+1UMBrMAHh5poDa51ql3q7vJRKJa8FIECPeEaw8WTH5Pl8f/Tn6w2oeU+WL+dBaae0epbRLKe0uP1q+O5efCw3l8NNafbwapZR2KKWH09npCdYcnrWR4zj+tF90iZZHaRvwt+o/4N8HmDCdBQwwcBZgwHAIoADkz+OHf/gAFSo0aCAgzIfbAgCApjoJUAFN02zvAPM3XIECXdNhEnvXkBkAnIzA5gTYAaqiQic6eGLvJtt6A4QQuAyXcwDDMEAN6hBAPQFwhOnP3j6gN+iZhBCTV3mIush8FZg2KFvMTsRn4smxi2OAHx7xiihJkhQcCqCwVEiKV8V3nUCnRCM0IFwQAq3zrRf8Df6DvCSnreZZXuHF+4ty7mbugdft5VSiwtRNSHEJx77jc/12//X+9v4XK3mWd2D36+7bqdhUeTY9e8vldsHr9mIyOolqo1ptfmu+t5pnGbDxfONgcDQotg5bBUEQPH6P/0jpK/rOp529rVdbv6zmOV6/AZIX1L8U9CPRAAAAAElFTkSuQmCC) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACE0lEQVRYhc2Xv2sTYRzGn7vLlYuVpil3bdILGVwkEeIiFkHKbaE4H+lSxxKoHVRw9F/o4qBLBzs5Cl3EA6kgcamhShPa/MCipG3skISmJLl736+LTk7vpfj22Z+Hzz3f7/vyHiBZShhT8XFxXk/qN8wZ805yLskbrcaXVrl1uPVyq33ZgP9o/dl6qjKoHHjnHm1/26aj4IhqVKO9i72DtadradG8iKhhOByq7V/tRPl7GcqMAluz0e/1wQc84Ud80ThxgOZ+s7Pzbqc5YUzk8vfzqgkTG682gD6+1j7WhEegiho8z+sd7x8/iF5El0yY7RRSrfh5PH9WOXNLpdJANC+0HMeJ1Lv1KhFVXdcV/pC/Cm20LEvVdE39kyE8yrEBAECP6OPYxwdQlFDXyOUBAACB5AEoUMDA5AEQETi4PABOXDIA53JHMOb+jQ8gvQHOJe8AcboCDZDsU8AkNyD1KmbEwLjMBgIO5ksE8LkvtYGAAuJBEABA8F8Blh8tz2fvZp2oHb0+HZ82kpnkovvQFf4nCAWwsLQwZd+y39IcvWc6SzGw9Gh29GEyM/nGcRxDNE8TNRQKBWv1yerzU3ZqNHtNdJUuYokYnHvO1MmPk9e7n3a7InnCr1nf96Fq6s/c7Vy21+jBYhYSNxMw+kabBeILGepVuVJcmbUyVtZO24uxa7FRpV753Kl2DjdfbLbC5EnVb7P+61iLEHUjAAAAAElFTkSuQmCC) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACM0lEQVRYhcWXsW8SURzHvxx3lDQHJcU7KF6LsdWEI2EyIdGkYSPG1Uu6dOhiGHRw6NTBGP4BB2ddazoZRklNmDqgDtJrY5VQrtJGOEJoNYW7e89FJ6e7p77v/v2+z8v7/X75PYCzQkFMlceVjLQgXc+omVuappHWl9b79l77cOflzuBvA/6hzermSpd2jxuTBt39vEuHdEgtatHmqPlh49HGFb95ol9D3+qLna+ddLPTRDQdhQYN4+kYw9FQCwth4Z8DnLRPeo16w5RluVC8UxTiiKP6rArpUjrst/sXfvN8E9fr9bF9ZN+bnczeXcTitxRSvfnv8+Wz1plRq9V++M0LrFKpJA7I4IBSemAYhu+L/FZgo6IoghAShF8Zvp+SGQAAwgiz2NkBJEh8AU4vTvkBmKYJ69jiBwAdcC4dfgA6dIAyn89WAyCcAQhlJ2ADIJwBKGEvAiYAj3hw4fIDoISCMFZi8EEEE1JUggO2WcA0B5SUAg8eHwAAkOMyppjyA3A9F47L6QkAgHgErsuvC1zP8YjjOACC92IggLWHaxn9tl6S07KciCWiyg1l1XhgLP0XgGKxGE/eTL6GgjeQoIUQWvIWvLfx5firfD4f8Zvne6kr3y9nt55sPT3Hubg/3sdIHCFxNYFCriDalv2i9a7lazX3vc0mY0kSQaSbK+RW7LYN1VOhLquYDCbDGXHGd16gz+l6ZV1VcoqevZZdnYvNTc0jc6/7sftp+/l2L0geV/0EtTXOXzcHjzsAAAAASUVORK5CYII=) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACL0lEQVRYheXVvWsaYRwH8K/n1ZfeSQQvrZjSHFZc6lA6CNoQbkgVl4YkSHHo1DVQM2TOnClL9tD8BxlKQ+sgia1bWhqwKRhDVYIST8Xci+LLdZBmSKfnznhDf9Nx8P0+H47j+QEmj0VPKJlM2ix+i7CZ3gy47K722cVZOZ/Ll7ffbZcnDfxnlt4uPUvvpo93Pu1otybPC7yDtI8iDXAOjqct9MJp8RRNNG/e11AL+d1+350Dqr+qJ06L88dqZBWXuAQA2Dfso7WNtcZAHhD3EQdymVzZ0XK8nHfPvw4h1ATQTAwTy9af1sjR56MiaZ/uCfqCnKiJdU3TLmJvYvf19hB/gb/DczxVQYUCQMn3ZN09uoMAoEAxEjcGkCDBCy8AwAPP9AGQAQ6c7rhxgAS44DIPIMmS4cMNAcBM5Hz9AJZl0UHHPAAAXOHKPADLsDe7QIQ4fQBY3cnJACRI8GG8fc25iFiABq07bhwAQG2o44eGCQAWLJT2eBmZ8xMCUGXVSNw4oNfr/ceA4XA4GPQHIwXKiOkyo6kCUqkUt7i8GLXP2m17X/fY/sP+QjQWfTAVgJAQHtFB+kN3pnsQP46711+sc3VP/aP1qfWL8EoIkPYR3yTcYy4855sLi9citp5sofa+hpXYClX6XfId7h6S1pED2mq7RNmoIj/LB+KROPgZHn300bpunXSqneqdAzL7me/OljNi89ue0xod9jLe2nnlvFT4Vihks9kuaZ/p8wfl5cSeDF4mpgAAAABJRU5ErkJggg==) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACLElEQVRYhcWXwWvTUBzHv02WLUs7ZTUxrVNWCqEbbIKWFQYbbKwiQUfZQcXDwF36F3jcQbx53Gk3D7vtDxhDKL0Kg4o4ETd0ncVmxaWim5YsecnzUHvy9JLK+55y+X75vN/v917eAzgrFsa0tLKU1G5oE6XHpYJx3Qj2antvDt4eNDaebTT6DfiPSk9KU+sv1z9vvtr0HerQntq0/do0zUHWPIGZwIfS+dnJHlqHwr63DwCwYOHEO7kmpSVmgAFWw3nz/Gv2XvZdfiZ/MyZ1O7j2fC1II/2t0+gwL4jZUK1WLdIid/QR/VEeeRvA98lgcuX0/elypVI5Y80LLV3XlSZt1imlX1afriphc9hn4K8ymcyAD18AIEiCFDontDGJJC5wEdYeHQAAzhC95ZEAXLgAABs2H4BBMG/7/gIIPfsVTgAEpPvR5gTAfRf0ZkCFygcgjngUe0SAJCBC5AgAgPzqDqFtczoHvB9eFHt0APe3yxfAczlXgHiELwD3Cni+BwqKCD9D9ktpT77vE8/1AgcOnMtOEDYnVAXK5bI6e392Lp6Oy8MYVsavjs+ZD8xQ5zEzwPzd+ZSck3ecEWdXn9BTAFTREHe1KW2nWCxeYs1jboGmahl5SC4QSlA7qkHMilh8uCgQm6S2a9vMrWCuQEyK2UpC+ZjL5DA2NIYETWB6dBrqqNqilDIDhHqcLiwvqMYt47YxYxQ0WWvVrfqn4w/HR1svtv7/47Tf+gNaWL4Iv7i8/wAAAABJRU5ErkJggg==) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACJUlEQVRYhe2X3YsSURjGn5nRUbNVman1qySi3RZXYougq4W6WlyIYMFYCLroav+o7rrort2MWISWBC+iLqRkSQw1pDVFZTR2dMzjmdNN/8A5owxB77l+Hn487/l4D+BySSKi/Wf7CT2t34j4ImmTmp7O9863XrNXLr4pDni9PLyCbDYb2j3Yfa1f0+9OGhP0f/fh1/xIpBPNSDSSO3p+VF4qgBpWQ8a5sd4+bUNRFBhDA7P5DMQi16W5pPH6ybyC2WyG2ofaWeNjw85sZbCaWsVwOESn3/k86AxOlw5w/Or4rFvrPgicBx4GfwWNuBk3wpPwo3lzvlMqlLpLBwCAwxeHvdGPUVEaSmb9S92slqrv8i/zPREvIQAAsG3bAxlQVVUe+8fCPsJCAIKHeJEAC4BwBCBJElRVdQ8AADxe7qtkcQAMDJLDHjhLgDlSLwBgAeWsBcx5BP8T+LcTsJntLgD7u9wDsBkopS4CMAYyJe4BgDnfB44TcAog/JTJsjxnYDYhBMFpUJhCERHlnuYSoXjozub9zccmMX1UouXU1ZRZrVRNXi/uFuw92bsSvx1/T5O0QGM0ZiWtS+QyeRvYCBS2d7ZjvH7cLSAKkdfurcWIQuRapYbuzy4UnyJrIe3WNDnNAOAazbkBLMsaaRe1pp7St8y6Ca/uRWvcApVp05Zs7n+B0DiTO8glojejGysXVtbH9lhrf21/GrVGlZP8idDfwNX6A8lb4VkD7usbAAAAAElFTkSuQmCC) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACM0lEQVRYhcWXsW8SURzHvxx3lDQHJcU7KF6LsdWEI2EyIdGkYSPG1Uu6dOhiGHRw6NTBGP4BB2ddazoZRklNmDqgDtJrY5VQrtJGOEJoNYW7e89FJ6e7p77v/v2+z8v7/X75PYCzQkFMlceVjLQgXc+omVuappHWl9b79l77cOflzuBvA/6hzermSpd2jxuTBt39vEuHdEgtatHmqPlh49HGFb95ol9D3+qLna+ddLPTRDQdhQYN4+kYw9FQCwth4Z8DnLRPeo16w5RluVC8UxTiiKP6rArpUjrst/sXfvN8E9fr9bF9ZN+bnczeXcTitxRSvfnv8+Wz1plRq9V++M0LrFKpJA7I4IBSemAYhu+L/FZgo6IoghAShF8Zvp+SGQAAwgiz2NkBJEh8AU4vTvkBmKYJ69jiBwAdcC4dfgA6dIAyn89WAyCcAQhlJ2ADIJwBKGEvAiYAj3hw4fIDoISCMFZi8EEEE1JUggO2WcA0B5SUAg8eHwAAkOMyppjyA3A9F47L6QkAgHgErsuvC1zP8YjjOACC92IggLWHaxn9tl6S07KciCWiyg1l1XhgLP0XgGKxGE/eTL6GgjeQoIUQWvIWvLfx5firfD4f8Zvne6kr3y9nt55sPT3Hubg/3sdIHCFxNYFCriDalv2i9a7lazX3vc0mY0kSQaSbK+RW7LYN1VOhLquYDCbDGXHGd16gz+l6ZV1VcoqevZZdnYvNTc0jc6/7sftp+/l2L0geV/0EtTXOXzcHjzsAAAAASUVORK5CYII=) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACN0lEQVRYhcWX32tSYRzGn/Pqcf4gQRO2RaI3wkgj9WJDKJFqQW5XgXd2YVCwv2pBjAgvd2FjCrYJNSSz4WSLNQLHckOci5hnnu953y76C845rfd7/zzvh+fh/b68gORRrIiKr4ozkUTkIQQYB4fqVKlZb1Yr5crArJfTrCD3LHd7qbS0Fp4NZ3WuQ2EKiAinN04bi77F0ubrzcNrBYjFY4+nHFPZneYO/FE/mIvhpHsCQeJ+YCaQBWAKgJkF6B/2j1bfrR7t9/aRTqehBlTs9nZx8PWgO/w+/GbWzzTA+tv1rVF3tJAIJJ4nWfK3/5f/cvpquuTsOB9Uy9XGtQMAwHZlezD8MawLCE5XRJ0vnWqtVhta8bIEAACKR2EMjDEHA3Mzyz6WhQCgQLHpYFMuIOyd/k8AuCSAMcbg4ODCHoH1BDTAgAG7LdiqgINDcHsEtgB06BBCIoDBJVagjTUQkdwKyCC5Feiky02AE5eXwFgbg4j+bkJNAgAAGIYheQ+QLu8t0MYaJpOJ3FtAOslbRAY3uD7RueACZJDlIiwBzD+aD0bj0axv1uf03vK6UplULpPJuP8LwHJxOR24F/gwcA3WREh4L0IX7mP38RvPgqeWL+STZv0cZgX5Yv7pyouVlw7uwNnoDLqmI6gE4Qq6wsTp815jr2XGz3QCrXZrq9fvfUrEE4gEI5i7OYfUnRQ4ePX853ndrJ+lz2mhVAjF7saewAevqqrQRtpl+2P7/UZ5w9LfQOr8AXYZ/x3V9Ps7AAAAAElFTkSuQmCC) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur27591 5.3333333333333s linear infinite forwards;
}
