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25.694444444444%,52.677777777778% {cursor:url(data:image/png;base64,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) 5 18, auto;}
52.777777777778%,61.705555555556% {cursor:url(data:image/png;base64,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) 5 18, auto;}
61.805555555556%,74.205555555556% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFNUlEQVRogc2ZX2hURxTGf9sGuUqz0oYsZGElD4JGCC0EGixbqbFgwIf6UKHpi/Ep9EE3QqKkzUshtUQDNVq6iKCxgilYaNEIBnQrbapVTIgoNQEfii2RJKgxqWEpgduHzUzmzs79t7uJ+eCSubNnZr7vzJkzcycRFLRGj9poOD57KKLXrSaUwRLx1Ndt+RYd2LB6hURao0dtI/FFrBnJ8T528diqEVERjdkAT2enImVuRoL4akNFNGZXVcbFq/2aychEvn1Pu3GNvGrkzUBvR48st+9pX1EyXhBh82b5W2SzWZ7PPTOH0ED5GSzL4sPpT1eepQZBGkCEjUoeDDNgWZZvp6LxcsBEWoVlWTC39F52fPZQRKRKACqR3v/n8R+yuv/2b1yrvEAVcQCZBUpN3ETaC2XgzPGtHLWb6t/3bKRmAV2E6kE3mNoEJf5kesLR3hFCrVEzeeF9N/hNuwHSvthZdN0HvJDNZoFcRgCM3uvr7QKgOdUpy+Jds7dFZgHvNah7P5AA3ftiIDFYleXu8ZpkkiNtLdQkkwA8HBpy/K4K+6SlTfbvl0hUOAQcnz0U4bZzszKRDzLApux6rvf3s6Opiev9/cQTCZpTnXl2QtwPp3poTnWSzWbzZgzM3gfwjD91cYUhf6v7JOPWC2qSSSni4dAQm7Lr2Xp4v8P2SFsLO5qaAKRQdcaaU52u5I0C9OPCtcoLockDjFsvgNxMqGXAV4QQDPgK8MxCsd310LG0O4dBc6pTihGeF+8q+nq7HDMlQu7znlN5u64JxsOcJL+I53PPQpHXPexWL8gDkrgo9/V2+ZIHlyykkg8LQVL39q3uk2w9vD9PhBoqAH2JRKjxfNfAeXqoqozT19vlyOmmjGIirP8NC6/4NwrQURGN2We7v5RTLBaYKuD++E0Afnk0x4FdO31JnbgyyPaN5QDUbnqvKAGua0CFSl7EqSAiyANs31jOiSuDgclDTrxfGy/47gODF84AuZA50tYiNySdiA59NsLaqwi1D+gC3A5nque9SAl4kRdwCycvAYFCSEfQKd++sVw+pexXRUECghJaiX4LEiAHTDYY699+591Q9W79BIHncXox7lzXQSb9nZHUvdE7Rvt7o3eM9qPnv3fl4JdGC/qgUfH6rRFD7YIs/fvzMG/srvO2f/Sg4PELCiGRLSK1mxnWBh9Zu+B4V8mbfh9+9IBI7WZHv2HgK+Dp7FTkyfREXr1IkZHazYysXZBPHs7eyKtS7QV5NeUK+IVPIAFuOLBrp3FQB87egH0fGEWoCHoEMSHwjYDXpua3y7qh0N1XRagrjSCXT8UcGSBHHIJftxR0J1PoLZoXwhIXKPhSyXQDF0aQKTEUcskVeh/w8r6JlBtcxIa+cw29BiY+OwZA3Y/fAEsxb8rh6uHMFPf3x2861sTwxwcBiKfbl28NiBlYZ63j8cSfAPz3xUVgSZQgp0MVKciu+WoPABviW5jPzgPLOAMCiVi1rZMXEIR0DF/NAFDX2ODaZkN8C39P/RWKU1GnURME0eGrGVkWqEkmuXz6XEnHK1rA7/saZXmh4yNJUtz3CNQ1Nsjv6sHqeWP7FUUiVm1nxibtzNiknYhV2/bCvH0pnbZfzszYL2dm7EvptG0vzMvn7sCArBd/9T5eiQjx6ATdRNwdGJBltX2hHEryP65ErNr+6cy3QC5ULp8+R3zxhq2u0f1rq5BFW3KI8NEfERbiyYxNGu2KDZ2iv8jAfJbfu63e4d292+rtc7/eLsVwDpQshPQ6U2gEtQuD/wHu+zuOMoULzQAAAABJRU5ErkJggg==) 5 18, auto;}
74.305555555556%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFaElEQVRogc2ZXWhURxTHf1uCrGISq2QhCyuBChppUBowWLbiR8GAD/WhQtMX41PogyaFREmbl0JqUQM1WggiaKRgChZaNIKhmgabahUTFKUm4EOxJaKi5qOmSwncPqxnMnd27tduTPOHy86de+be//+cM2cmkxgamkoOOxg4Ork/ZvYtJBTBLPHGr5pzLVpxYOEKiTWVHHasxF9h0XCW95FzRxaMiBUlCQfg2eSTWJGXkRBfaFhRknDKy5Jy67xhM7KRb9nVYp0j/zdyItDZ2qHaLbta5pWMHyRt3ixeTiaT4cXUc3sK9RafIh6P8/7Tj+efpQEhDSBpo5MHSwTi8XjgS2Xw64CNtI54PA5Ts/dFRyf3x6RUAlCG8v5fD39T3T03fuFy2VnKSQKoKjDXxG2k/VAE7hrfxGGnruY930F6FTBF6B70gm1MWOKPno65xrtSqKnETl6874WgsFug7AuNouc64IdMJgNkKwJg9V53ZzsA9Y1tqi33hr0jlQX856Dp/VACTO/Lh+Rj5XFvj1em0xxsbqAynQbg/uCg67ku7KOGZvX+oEKiwyXg6OT+GDfci5WNfJgPrM6UcqWnh211dVzp6SGZSlHf2JZjJ+K+O9FBfWMbmUwmJ2Jg9z6Ab/7pkysK+euHjjMan6AynVYi7g8OsjpTysYDe122B5sb2FZXB6CE6hGrb2zzJG8VYG4XLpedjUweYDQ+AWQjobeBQBEiGAgU4FuFEjtroHV2dY6C+sY2JUY8L/c6ujvbXZGSlPus40TOqmuDdTOnyL/Ci6nnkcibHvbqF/KAIi7t7s72QPLgUYV08lEhJE1vXz90nI0H9uaI0FMFoDuVivS9wDnwLR2UlyXp7mx31XRbRbERNn+jwi//rQJMrChJOKcPfaFCLBNMF3B39BoAPz+YYt+O7YGkjl3sY8uqYgCqVr9bkADPOaBDJy95KkSEPMCWVcUcu9gXmjxkxQeN8UPgOtB39hSQTZmDzQ1qQTKJmDCjEdVeR6R1wBTgtTkTz69bv4E7t2+qX5OUwCRvG+eVTnMuQPfmuvUbcp6bQkziXvZeUfATEGoOmNC9eef2TZYvXeq6bCSFvGmri/VLMS/kJUDHO/9kl5JLAwOqzysC0q/byvh84Svg2eST2KOnY57PnbsjAEz8dJXazZtV2w82W3mPDUFltDD5BjEb/v5xiKU7q0PZ5oO8UkiqRaxqDUMP7rmeDS+ecd2b5M3nQw/uEata43pvFAQK8EojKZGxqjUML55RVw5OD+R06fZCXi+5gqD0CSXAC/t2bLd+1IXTA7Bns1WEjrBbEBtCnwj4LWpBq6wX8l19dUQ60ghz+FTIlgGyxCH8cUteZzL5nqL5ISpxQd6HSrYTuCiCbIUhn0OuyOuAn/f9Fj0THmIjn7lGngNjnxwBoPr7r4HZnLfVcH2fb8v7u6PXXHNi6MNPAUh2tby+OSARWBJfwsOx3wH49/NzwKwoIWdCFylkF325C4CVybVMZ6aB1xgBQSpR4ZjkBULIxNClfgCqa7d6jlmZXOvq//PJH4H8Ct6NmhCiQ5f6VVtQmU5z4eQZ3/GlxcsoLV4W+nsFC/h1T61qz7R+oEjKeY+gunar+ru6r2LaOn5ekUpUOP0jj53+kcdOKlHhODPTzvmuLufl+LjzcnzcOd/V5Tgz0+q61dur+uXXfMfbb613/c6LCLlMgl4ibvX2qrY+XictfWE4zMn/uFKJCueHU98A2VS5cPIMyVcnbNW1Wz3HrUyuVfk+MTUeatLOOSR9zEvSQq7+kcdWuyjetmFO/iKzbat3b6pxeXT3phrnzNUb1vGFeH7OUsjss5EKaxcF/wH5Cn72NXI4eQAAAABJRU5ErkJggg==) 5 18, auto;}
83.333333333333%,92.261111111111% {cursor:url(data:image/png;base64,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) 5 18, auto;}
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}
div.testarea{
animation:rwdcur240901 2.4s linear infinite forwards;
}
