@keyframes rwdcur72882 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 31 2, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 31 2, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 31 2, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 31 2, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 31 2, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 31 2, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 31 2, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 31 2, auto;}
10%,11.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE2UlEQVRYhe2XWWxUZRTHf99QbkZbbbAR9FkjvhgroLhES5QlSkQ0TYhBoFDaktIyXRjA8CCxBgmUggUGkKHKrk2b4qQDpdJQqFAqZUswxkRSwRLaIgylpU6GYY4Pt3fuTGfpwIsPeu7L/c53lv93tu9e+K+TehilijGILwW8j4GWCtZRYE0z37VRYE0FLQ3Uo3Bfg/tW8GugrOC3gmjgs0JSok6ryRQfd/DSiK/f5HuH0dOAESFrP7pTPzB7NCohAA0Uiw/P4GoqC+82Ku4C3eFyFTORREFkPqtHPy6Ac+wQL7346ANgBt8qgLy6UmmpXMnkwv1UflSgpuR2yPMv91CSM1EBOLIjgYSCeH+cmfq4NXCJfeJjgHHkqJKGejnhmEC766m4OvPXnpeBviS+L3tBOUuQaDUxbVICtddJq/yOO+Ik9tomAZhTdlFKXUcEYNK8q1FDD+AsQfaWIdWbEdcepOFQ9DSF0R06pYeLAvDS9O6gQrG7Tgq3tcU0YD/YJEVVp4P76VN7JBqIUB3LUCOi/KKRjJU0AM67x6i8r85I6TcnZcP0D1UgEGB53fEwI7adrQJw67cn2LjgVQWQs/GMXGgcrQB8veD1gM8D3t5hTh/gnojyy6yVv0ScdMWBE2G87PLzMaNRuqvVjFy9WxzZiBGJuAB8/C0B7olhfLGjNUJh8dazEby8SpO3orZZAEoONwjAhBldUjGTIIhQvbBqHKBPLFiwkhzk2+uPyc1fU6myj1MAhdvaZNOiicq+p0VGJN+nv9uKZaSFyoWvKGMPoMh5WixJAZJGeVn7wdsK9DlhTYP8nTG6oJ9eGaBPCraejhqmnA36KUPDa5DNqRenIWOvawqTyXUVy+oMJNawAuA2N6WfXpmSc1kAMuZeEYDCHWbl26raBh0cC/LsLt2ZfffJCOPzvtS7aWyGR1alI6sz4gC4xQ25zc24RVLkNKOT69gveZsOmLmv0Ys039Ee5JW69VlRULNe1jyDrEqP04aBwaegZosALP3haFA4e50e2kdS7pny4sOv+YJr7x0NAEf+hGCO10+fpgA2Z5YqrR+sfXFO18N1+YtuGZvhEYAF6y5ERGPprp/0Ojj8o5mC+qbBjjljpmpwNrw1R5+S72R1iCMZqRgTJwVdXJMerkvuoSVhQstr9HwXbG2PWYT2PTovtB1DaYnzlDhBHMlx2tAAYcHCaJ5W9tom8d5IQbP6WJ/1pjIcbF8yXhkjV9P8+P0WKrJeV3kbz8r2ovEKILfynDz+5C3KP56swPye+ITG+BdRJ1eki2uS/p4+x23uOgH49LuWIHKj1UIpGq+4So/K3C8uiIssqSZz+IvoKh3SyRUpqq818/l1S0zF0LwDLK8+HiE7p+yiNFAsLrKGBxAKwljnbTLnwKLK9qgjetnBZjFa1L73pORv+Tm4f4pyaeazxJwD/MFlMUAYqQB9DC872Bw3GjZ3fdh1fIl9co4dcoryxAEMBRFt/41Zf+od4Toisz/Xp93SuqNhssZHzSX2PZjzaCC6uCbz18S+fg168d1u8eIR46Omk8iWfWAKBdHDdbE522RKboc+G6rL5bnXbstCl02Mq1yUX7x4EnKc8I/JVTrEgoUkkrAMeYby9PXIhGw/1J+RMayGOk0h9aHs/U//Kv0DPvCoouFgbhUAAAAASUVORK5CYII=) 31 2, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 31 2, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 31 2, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 31 2, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 31 2, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 31 2, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 31 2, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 31 2, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 31 2, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 31 2, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEzElEQVRYhe2Xa2yTZRTHf0+ptRs4UAOfSDRhImQTomKEpBGI2S0QNgVEE4ygGBiwi6WWxRggfJgDYRohc4loVMCEkQ3WQCgDR8XuUuZGdsNxMQrZB7IIEuTyUrseP7z0bV+6lsoXP+j58j7POec5z//8z3N74b8u6kEGVbNRglxFYwgbGnZuY+cWNqsf+2iwPQL2dLBloPfHgH3MXX0a2DPAlgb2cWBNddIq6uRhgljRGIVm6DWGok4hB9z0p5zIhA9RKQHYgFfCBLlzt1/CCgWwru2gbJ9VpACc/gaZ6KhNGUTmDp39pADK6JKH0AgRRAM2s8BUsgvpU432KCU4aVIANSGHJAPx3L5o6S3JAAg2/sJOJXPUZvJVWWOFZHVckYh90s1zhu9AxjScDWsFYDV+NeDdiXYTgn+CdguC19H7N5LNGCPLGZRVXBCA91oOykg+ed2/GPr1P3xntJ9q+8No77Iie8YidRMRz2TEOwNTrBEZWMx1GcZGLZkK4GLGFMPm9n0trlYd0NHpk2JKEgaguKNZzs961NCvCKHuZSIpgEIlMoyN29gNXcMzU9SrvQPi9H4kW+csUzdsYwF4q/uUALzd1SJbZi9VABEbQFH3GXG2Nkow5DCVI6ksICyFSgRgcvu1EalPJEv6+g3/hX1nTWNrcEikHLH6OAbChBB9fs7NHKfWtntlaU9XHJDiQJOhW9npkzUdx2VfdpZB/ROXGgzfssYK0UgnwkRCmcctmY8mAKX1a0yTxmYXEbe/PilDbt9uAYjsnGpypQZHMgbCCGHWn/hGLmaWUnFyr0RW977sLFUSOCJ64F0CsNWxMOFRXtzpE4vFBkD/C48rAI00NNITIy7gmszjRlxWKztPCsCyng6Tze2vl3XHtpl0q08dS8jKJpZIJYWJWSvgqhSQ2sJzN9dGz4Af9wtAefshQ/dmd6eAflaUBI5IYd9ZqaJENrEkcQmEMBCmqHdAyts9Mq/3vAC8c7rVGBQ5AyyWNGOckiAAn86cb5Rk9/TnFehnxY4XC1Rj9tPKxmPYmZA4q3yGJJ/fEzKw6qcTJtv7338usVnH+rx72h8Xp4adUs1Gk950GQnhuAdCaeshCdpGUztjrqqdMddk/vjlYqPvaqqWbblOZQ/p++yLZx3K7ftKIEz/2NlkXw8wPFvDzvhE+emSx2XJZ8i4dNzNXyZdE+taDsTZF/WcMelcB8qkijr5hD33X1+5DEoel6Xc447W/fhO08DSU15Z3hmleKSV/0Zvj6wJeA19JR6pou7+AHK4JLkMmhwX9Uczeq3/TEq7JCKZbfqu2oBXKvGkNjYCwnVyvxR1Ryd8va/XaK/oahGA5acDArCyo1kAXE3bZfE9p6aLVvkAX+rAc/hNRmKiJHD07km4Ny5YWdthcfu+NfSF3fplVEqflNElLlr/EXNxICJUgnlhxj5KYsXtr5fIo6aUvoSTJ3ySHeNJFbkbchmUSbP0l7CzvkT6x79k+E3WLhjtrI4rUn6oQl5Fk18dOQxj4w52PiM74Z2R0n9BDpdEYUFhRWFh+gkPW+bqL+NXen6WA9OmKoD5BMWCFaUUo+QODdjvGz/lH5N7QYDF+FqwxvU9WFKK/UB/RnlclpFAHGbMA8X7X/5V+RtdN1Dzsjg3WgAAAABJRU5ErkJggg==) 31 2, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 31 2, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 31 2, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 31 2, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 31 2, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 31 2, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 31 2, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 31 2, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 31 2, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 31 2, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 31 2, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 31 2, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFD0lEQVRYhe2XW2xUVRSGvz1Mp4deuIcg8mCMidQ0ojaahgfUGJSEB7QaCVRFBESm0wtzKVMoFwUKkVJbeiEoSiCEmKJWCSSFQii3thQL1BYdI4ohPEAjULC002mZ5cPpzJxhZtqGFx90JSdnn7XXXus/67L32vBfJ/Uwi6ZSIon4SMLLGCyMQ2M8WnA8DgsJmLDQi4YfC31o3B94g0YfFvxo+DAP26q5WrR+Hwl46cJnmPDGWGAB4oFeIM7A7xv47mMiK5RpWMYn1wojNbxmC91oOI5fIX//77TgVu8fus34izfYhV3dxEsnPm7h5RY+uvHjIx4vJnzE4WXEwBumkKsABgcw/bwwrUFI0CDZAv1vKy/vqIZJXrxjRwKwcHaZ6jcJALuwq8ueX4YEkYo1GPrBAcRbIFGDyy+p1J9qg+z9KeXqj4R+ALYec0nKncTg3KQuSNvTRiGLVSwQRooNIPOakKxBw3MKoH1Cqfrgok0APj+YJz6zHwDHK1tUklfPicw2m6TctDDvve3q++0fyvErbVE9MTTZ7wqLOmTmlWxxNOZKgP1uW05wPOe3PAHIOpsl0VQAOJt0mQ3slCr2ytdUywG+iSkPgNogwiqvYL8bFFxwwRYcv/FrTlQFaxvypeikOzi3qCU7OHZSJUYQxnUR/hAR1Mh49j3jDvJ2P1uhVp1xCEDNk9sUgKtxuQAsadE9dMPSw8oZm5W12Sr5p/Pky7TyYKIduukJS8zB6WOfsN4v1h9tUnzYEUSb1Rjb1QHKPZsdJjO3NUsCABdSIgFPxNawtltY5w3FvFVXWNjgFIDlZ0P5sMMAztpsi1Ca4YkMVQBEbABruoS13RECRSfdsuRcpJGKww4pO+oc1DM7D+mhyvDkyByKZCElYfLhZ0Fhp2Ayk/mmm8fvaEzoEXJf2xomY222SdULFVHPkKpau1hnlShnU54Up5eqDE+OPHpbGC3xTLjrp2bWKMZg4QdWxjiDVt0SCjsFoKzOJRAqpSUtIQ9src8XgE0nVsj603rmV9Y5hsyRNDbLi6wbpArErz9A7swtCqA4vVQBfJEW+muLT5fpH6Hwm/RxjzmkKgA2+5yeQ5uP6T9zDwtdaGEmw11R0CEoE8Uzirgx+j5/x/npSPLz3dRKld9kl0/TS1T5Eadkv1oc1YXLWnJke9q2sLnKOod0xcfRNuYe9U+nkIQXD/YYIXBfFwo6ZO4lPdu/OpgX5q41J8LdXHrMJdsPR7re2myTdadcEfxx7JQpg1aBAYSR9bonO2KRMSeMIAKlGgCQ2TZQuuZq0dg7ZJ5A/jXBfT2YePPbw+vZeDbEomWG86G8ziFLz9mE5AOCuXoYAFxXhfxr8tRf4YZXn3HJ8gHjgY1n8Xldxt1gj5A1fu/b85EwuVYHMSwaABH4XHQhFILCBqdsPFUQVVGGJ/TngRDVVC3Vm5on6odpHMD5pwRADHYG5DXpHnjLkCPzLoXGWY3ZwsvtEuysolD07qD4MRXYEyprCoLssqNOWdCqh6GkziGl6XrJTeoUdgxsuaMMO3llxQpI1vTOqnV61NKL3Z4YQAQS8+exPnZPK1MAvRYzpQMbzCO9iSyd/ZkC2PF8hQr2E5pFB3A8NWb7P7x7geuqoExgMoMywaaJan57juxL1T1QcsQp9ZO7OfBtKZjMKKWQnl7YqA2pf/gXkwdBGJ8HeSYzrDYNS/dD3YxwX5eoID5Jejh9/9O/Sf8A8W6Ji21enNUAAAAASUVORK5CYII=) 31 2, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 31 2, auto;}
40%,41.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFK0lEQVRYhe2XW0xUVxSGvz1Mx7GhWKyhTWtqmjbtkxHFaC9Wrdb0wVZTq50YL9N6GYwignTwAgFN0VC8YBFGR1GKd4hJE1oaDDVijSIVUBL70rTRUkiQFASZ0mEYZ/XhzBwYYMapL31o18s5e++19vrPWv9a+2z4r4t6HKNx7JdoPDyFmzGYiMXMWMz6eywmxmDmGUzEYMKEFzM+/1NhxosJwUw/xoi9ji8XXB5wuenxegYtuB9pGoMJ8ALGoGccS1RkAKZWCQ8GnPZ1rVF9wB9D1D5gv0QK4hUWKvyj0GJpFFxucPmd/7xAAXy9J1EyVneQU/08iywFat4di0xvjyNn+mYFYMUxIpAAiCm8r6c+PAestwW3B8qmqNNVmyU/voX658rD2thufirdxj7KJp5RyRTLSJyYzZwIuJfZImz8ZdiXFF20C8CKphVy9EKaAMxutoQMfTLFks0pOUC5lFAhFVQF6RpGtCp8IJhNcPAVNfneYt3gVGWqtEZrpDs56aRa+94+BVDzYpkCcF60y87rKbp+fLtFClij7uPmPh66cdOBJ8jVMADqnAhPmuBpMwA3nz2vUm4kSs7VNFk+P1/5fD4cl7cEfcWO2k0C0DC2k+zXDyiATTfWyq04DVg3HgaDCC9nfaLOiVh+WjEsrPk/bA2aW3dzdcjQ76pN09eOV6aKFYcE0hE2Avi8iAixHhMAW2s36AapM3MVwJYGbe7w5GM6mVIbEnW9opqtkvHGPvVV1WYBcCS00olbj8RgCWbjiV7BYIDlZn3+6CW71I/pwDnluALYXrdRdk8/qL64YpeYh1E0m10YDQY+n1agAmsA2ddT5AmfgTi3EducPAVanxiLmVLWh6iCUpdwole2XU8aMbRJDWsFgsMbkKw6jQcBnUP+aglIRZ5NZrBbwjUrON4llLpk3q9aWc367WMByKzbqBvt8DtyXBpwcMTvLPeqfdjmq5qsAvDa/Q9lIjtkBrvDcEB88NBL9csaey9P0JpOjj+sACLa6/p39qidZ2ySdTZRbHP3KIDoh1EApNev153MaBsHwK5vXqAHM91hy1B8ID7Ol2spcH7/mb7RugaN8bH9o3V15fExyuPVxx0mjWB5Ux064FX+XrF4ZaFyYaIHcxgAPg1AxrxWABrHdepLhxM0xv+l+gEoqU6TrE+KVYb1mCr2p+DPqH5dP9AbZjYvEYC5d5ZKD2ZcmAgtzjbhSLt8l2sLylPhJa3xbKlPCknC3FoNxOByHCzZ15IFY7GMGnJQDS8HZ5ugDGCLU0UX7dIa7SbaY2L721ooUxsSJT/BqQItd7TXhMfgJfPN/Sq5IVEKEpwKIKXRJhM6Y0h9d6/mI/A/0bX8EQeRo0Vwtkl8+0cCcKpSC+WBK9t05IFSGywjze2sTRWAlbdWCq9WCOPLw5RgQIqaBUeLnP524FDJvrIppGH6jQ1Ba18OOSdAOzmZWqWBiEj8IALDtLqBvKbWrxMIbtEAh2rSJduflryrdrH/OFCKzL8mzKqJ0DlA4V0JgAikArQ2fKgmPWw0SioHohXfbhGstwVLozD/2j8AMATESMtv/a51y6MX0mRZ0zLtcBrUN4CBnxrr7ZDOwzOy8K5WEcoAUUbWTNtG8eSSsDaT7i2Spsoz0OuBLje4PZAzPqRNZPeComYJgEAZyJq0i9q4NqpfKlPlpUmSubCdvc4YFox3gMGIUgrp7YNV5kfuH/nFZAgIDP7IjDRnMMJSQ0R7P9bNSG9WQ0FYox9vv//l35S/Ab/fek4Vq3RGAAAAAElFTkSuQmCC) 31 2, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 31 2, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEj0lEQVRYhe2WW2xUVRSGvz1MJodgSwsJD6LRBERNTXwQlRoMvGmoFkRFihC5mQKlFEs7bQyEKqbSRsFIwFsrAvXSJkBapKkFyhRKL/RCQFqKQKKkJgQpHabEnEygy4fT2Z3T6Ryn+OCDrpfZs277X/9ee50N/3VR9xa2TeIIEo9JPB4SMEjE0OsEPMRjMAEP4zEYj4dEDOJwY+DC4C4ewOAO7pj3nF4h9Aeh34TbQfoDIYM5CuAG4AbGAHeZxFPKFVNcao0wzoA4D8QZEFijIFsVNv3B7xSoC7yrFjb00IdJgCB+TPwECWBykyC3MLlFkD5M+rmDyQAP8KRiEE50ye0QAib0B63/9am2Izs54bJeu9UYmshWAHPYJU5pk3lO53FmwPBAvAHfzVZUvagOVmZJUm+yTj6jd4p2PT6pmwN71gpANWtUytHuqEzEJiU9wkeXBWD7qXdGrCjlygta/2V9nl4/0jdDrxdSIqsok3wqpJAq+ZwaW66RGagOCGM9kDNVAbRN/E2bvvZ5ZUdjjgAcnvJTBJUFravlUmKz1v/ASjWcCUcAqk2EcR5INLTu28cOqDe750tFTbYsn12sej23Acg++5YAeDuWy8pZRQogZANI65onnzRmy/DGdJbWAVFtIgDT/MmOzTRcVnS+of0XX3zVFjuHXRI6jnB95BHcvYNY+/NLQpMqbF4rmecWRwB5v2W11m1uT5cPWjOkNKlcU//SlYe078HKLAm/otHl1J9CoykA+/dl2DYNry4kOxu8jgx95bPsoZuTzDYZfkXtDAwMgAxQcjxPyp/pofREvoS6uzSpXBW1ZArA3sHEGTOLo47y99pXy4DLSt85sUkB+DHpc2TA5xdO3o6oalN7ugBsOLfUZtvZ4JXyIxtsui2n10RlZTIF8jiFDqzV3RR8/pgar6xuiP7PTlosfdy8Xusyzy4RsGZFUUumpF2cK3FslckUOOQ/dkOouymLuufJ9ub1Mv9SigDknVmhg0IzYLcvX+tKT+THBNr6im518D1yXTh2I6pDQdsqm23fsVwJrzrcZ+OZtyPzxO8S2OYAoPaacOS6zaGocZ0M33gk+b42J+IYvvF5Za/PK6mXUqSkPk+4v0QsEE4yCCJ0dXbXOV+1T09tiLAv6XrNpjtYliVMrxAeLYvhqKp7hNprUlU5VMm+ozm2wOLT6yS3fZnWjdT56T+nSWFL2CyZVWWB+Fs5fFWo7rE5Lg2raHnXglGN56n+Zy3/1BphVlWMsYMgdpzIkbSueToo/fxCvc7vWGnNhjMWE5tbrVlRXpsjyzpft2+U3igs8o0C+KFfZSQmPhychF/4IvuiuClLSsL0Cy7Otdabzgu5HUJ646iYiwChqcTemOGPknDZ2eAV/ajZdD7q5tGfZC8/rELfBqp75PLpSgD2782UQw92areZN6bpdVJvshz6cb1Qb0pGYCOM9UCCAVueuMfnf0hCTAxe0T3Hh55fiy68MlRdc1D0e6LejIny2JEdviooF7jdoFzgcg39jnFH/n/aFVPue6Om9pqMCOL5+/4h1f/LvyB/AWsOazFYqeuAAAAAAElFTkSuQmCC) 31 2, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 31 2, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 31 2, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 31 2, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 31 2, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 31 2, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 31 2, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 31 2, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 31 2, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 31 2, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 31 2, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 31 2, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 31 2, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 31 2, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 31 2, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 31 2, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 31 2, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 31 2, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 31 2, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAExklEQVRYhe2XbWxTZRTHf8+Yl7KoESVmoR1zIdEYEwMYExNNHBBjiMEEPhASgmTBzTmBdV07RgQDxhBg7wzaMoYYw6cmjjAQNssQGNtgwMoiRD+oe3EJk8hLCJaugx0/3N22d32h8MUP+k9u2ufc85zzf87bvRf+61BPtKu2QAjPgJAFtOfhQRaELTCmwbgFQho8tEBwcj2m6fcNecgCDzQIWshM26kvP+o0fD8qD90CLYF+CMgCggnklsnfX15UGWk5b5snWMZBuw+WENcsAo6Dikq3Gnz9Cmem3YYvHAotBNPD8FQILGGYFoKsyfX0MGgx8l6bAh4Rgb5sITQDwmP6+sMrqtX+rQTn9kRUXlp+SsEpAPzB67z5wRGea7enjsSJBZHUp66Bq7OEcCbX+hcyPj6deUXfKIB+b4EM//wGSxvWqcGWRfLTmdUsbSiIt+VqloQ14ctPo/ZGEH7NkliR31UuAGd3VkqiLUOHF5vkNzteE1zNgv2QUOwTCluFVW0mnYQ1MPMuomlwcygvIjvprJOJidkABP/MoXf3OgEY8L0nAKe3Vkjusg4F4P+8XLqqXfLC4muKqo9VXE3EIC4UuaJkbEwYC8PtZ1Fd1S65e/1lltQUqp7aUlFK8VZZ/SNDeLS0SZY2FOl6m91ialHviuT750wguaIiYTpZ4RSAH5xOU+j6m9YIQJ+nSAAuNn4qAD21pXKirF4A2sv1lAX2rRE2u6PpSIWcMDJngjil83X2hBv79hRF5JfdhZH/PfWlctJZJx0bXbrsy9ooiaTOg0hOCPFX6MwHWxaZlC+5dWe9jRvijPQ2lphknVUu0/rw+maJkEhK4B6SEzSf/sy2jQJw2fOJTHV03OGVrmqXdO7apKdhz2emvW2ORumqdkl/0xrp8xQJ27/SSSSD7Q6Sc08n0LrBm1Tx3I7EbWigv3m1AJxv0Dvl+7J9uv5Wh04iKYFbiO2OTmCgRW+v33zv64XkXSt97mIBOFftjDPiL9+durgAdpQIWx0p5sDE5AXkLfcrgLkr2hXA/OIDakGJVwEER/OYimdsvwN6GgLetaYaGvhuoe508lmSFLYbiO0vPQJHSz0CcKFRz2ugqSDlCc9uT56WVvtB/Z57pVCbwo51FLHdQAKeQgl4CqSzaqMcd3jMnbBXT0Pnzk1yvtYhbY5orRjT0SjUH7eZO4HmZYJ7ZepUGSRiZVNnQG99SZwRowOM8BuIhN+XLxxa8ug6sY4g1lGdQEelS05tqZBz1RWRjbEOjCk4FRd2r4+Xt74t+PLj5PEPowngAfR/vUoW76hSD4PZvOPcpdrLa+TS3nUyv/iAMkI8TY0DcKX5I5PhO0OvANCxJSYF2t9gGU919iisw4h1JJqG447kMyEWXXVl0l2jT8lj9v2RAUV3nnD61bRsADB7EIklcXZnpXRURk9jnMyYERcbzBPwRFlNdH11ltCXLXTnpU8gEQkDQy3vJjTUXa8Xqr88ZtQaLzVXZz2e80QkjMI00GpvkgGf/gZ0pHSfBPZHizM7hMy8i2g3EEbin6yPjVgSU1vUQMBTKMajPFeUZIfSc5z2h4l1GCEDyASVgd4/k5fKjF8PZ6Rn+4m+jKyjSCISfzz9hF9a/+PfxD8VtYT1Qisc1gAAAABJRU5ErkJggg==) 31 2, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 31 2, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 31 2, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 31 2, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 31 2, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 31 2, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 31 2, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 31 2, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 31 2, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFJklEQVRYhe2XW0yURxTHf7Pg8llwQdsYLW3avjS1ITHRWKkPVdNgMT54SSNeaqlVikIVZEGxSauJ1WioVIxVq7aKIgoSQSp1YSXipSAoKgET2tp4CU0I9QIoZtnAnj587Md+slzqSx/ak3zZmTP/OfPfMzPnnIH/uqjnmpUZJLhDwGUDqw20MNBG9bRHgjUMNBtYR+lj1lD967KCRYNuDcQKXRqBQ10zIh957IbHLuhwd9LpHXD9A+LWUOgCAoBu4L3RyjKUeVEOJFiDEVYYoYHjtpOdf+RA+gN1+NEubtyKh5TzCtdDcLeD6xG4W8HVDu6H4GoFd5v+BbrB44J3X1EAAxJIvIYsqURCNLBZoWE+6u5HqDF3rvHm8JEAfJw1S1m6uvQJKedVY9mEwUlERhhbPyABzQo2DQqnoY5lRBj6cSfWKVvXXwCUp52RtvA3jLEnY8L5sn4+LM9W/ZLwkX4JZDUhNg2+m6Af1JfKG9SNT/cKQG7yaQn0dAPwfsZM1eHWAKhfnCX3g8PZtGehSvysSG6fbPLvicHkRDuyrwW5PTNKqpKOiVdfv2Sn0f599mwBqE48LP5sAFxOPq6PHYgVcpKF/I1CcWa/eAAqREmJCznRjgG8HrvLaP8692u/BirXFsqF9GJjrHbZnl7c7rliIjGQnPMgFaJkQ0KuCfiL/YSpX7VG/3e1cfq2XF3xowDUJByRS8nHTNgH08aJicRActaNnPMgVxOypdReYoCrErMHnghUrzpqwtTFZIiXIJlTe0n0J6VPEaer1/V1S7IEoDK1QN/vpF6vFNlLjXZNwqE+Rhvnbe67kJdEf+J4gpQ+pQ/gQnqxXInb10dfYi+Vs6nOAT2Tu0b3YuO8zcKW8ULmVBPelAtKWpGAQBgbv4O2seE8FRvR2z8wYWoSDsk7uz/xm0NOpThkdma0upx8XCJ3LFCN8zbLo/BXkaAXaPOEMNO2Us8XX9T5z0E/PURKWnUPONPKBHqvUm3cfoN5xVqHAJxfVyyX0gsF4Ix9YE8AsPVFYeMbJpwpEIkHPB69HZUxQwFE7ligACbujzNYuzz6tADVjcWjqzVLl2HHS/bKqhwBKE/ruZ7WJ6C1mziZXFHUglgsYN3yM6HdjxnW2UFISwtvnUxXl1PyJDIzRjlSyyT6mxl+XVi78qBM3LPUNHbG7pTgYW7Cmm4xaUoSna4gSOn0vwWFzUhRC3IzZpsAHE4+bXLXeXuBqV+e5pRin9vglZqEQ3Ix7WQf/agDSNDuvofcLwlfXeOcTX0m+Z4JXxLeq+olUL9YD70R+chrOYMsDlDQhBQ2Yxy8hkXm2O2bG/qT6pUHDYzD7pQr8T/I5GIkIn8IBPLvIQVNyP3pb5tDcVqBVCUd7Qm3euC5tlyPcpUpeX2wvv2vVuRKlAOZXDwEAr4kvP3ry/Ya7crUArm4/pRfQ43ztvYmo54t+jy+UJZUInMrhrg4QN4dxEtioBxwebXukcYPtxmYmwt7t6wq8aDYGxBvZeXPht+CJOZ1lDcm/Lk+1tCfTXVKXaxeEzjtpRK5c7ECaB0zlryekPvUFmrga9YvxabpldWRKf4r8H4rIl8S3oM58vFdxmevVgDWwE7K0/To1xkcSsy3sxTApO+XKW89MdwKYRpsj+i//B/SuyD/nh6gAgJBWWDOaFTDokyJyE1RAGWpDnn5t2qaCzboGKXo6BRmaYPbH/LD5FkSFkvv77O6gECYbhma7ed6GRU2I/5IRIc850vrf/k35W896J8xBYfK5AAAAABJRU5ErkJggg==) 31 2, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 31 2, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 31 2, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 31 2, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 31 2, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 31 2, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 31 2, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 31 2, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 31 2, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 31 2, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 31 2, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 31 2, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 31 2, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 31 2, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 31 2, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 31 2, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 31 2, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 31 2, auto;}
}
div.testarea{
animation:rwdcur72882 2.6666666666667s linear infinite forwards;
}
