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17.142857142857%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIoklEQVRYhb2Xe3BV1RWHv73PuTf35kleEBID4SUEJaUO8hBFEh4p4WVNMRNErQwIMlq0rWPptI5VRuvUKnSkbaBWS6wQtDi2qKCCGW00RV4mSAw0hDxBEkISct/n7N0/7iWQBMFOZ7pnzpxz9tmzft9ea6+15gDoflc8/8chIqKXDwdgXT6hlXYBLiAopPBey+j75dW2UtJvmEY0CObMGCu0UjcJKQ/1X2tG7hawFtjVX1wpe7yQ4hjgB50zZcpnL2stgvv3T1kF4uiVAD76+Li0pTP6ZEuAt4/6OXCk4QJCT7uWB0RfYeWSUvovvnsq3tKTVozlxRcfRSnJY4/9hiPripGiB60UBG1sn8Z2TEKPLSRm5j3ZxavfqJk0MYWfrM7rY7s/wF2R5x1XWuD77E2tDz7P18GFPF45mrKyIgDuvHMnLz0xnPQhndihINrbAZ0nqDuSzuTHi4iKCuDzufF4nMVaR22fd98OLYQTLQyEMACThTOHBM1vEgbwlq7W5rFHESNuICMrjeotE9i7dxa2bVBbO5ahw7x4/G7WbSjH4xUInUzZ68W8/fZi8vL2UVk5lfz8Pdu6u/WnhXMqkZhoBG981M7uhiDFsVJ+o2t8JfO0I/44YvgiyJqDNKP5uj2eTa94cEZJHljmZnBKFyAJKZuXth4mKXYym7dKKiqm99opKHiXHw73UPTHJb1aabN26KJbk9n4q1niigC+knztSKxHjixEpE8DIUFqQA4MoIa9lY18UXOWuxflMuH2cZw4MYaEhC683mjGjz/G9ofLmBi9E/eaf4lbvl+q42Jd7CkNAwkApbWUQigAT+kD2mlWYYzIQaTPAGnAlTkB6PSGyF32PquLR5E6yEFj4yJKXjcpKHiXDz+cTeFcwS+KSuk5vpeHX1vAx75hnCpfIQC0tm4MPygdL6To9nz0V71yC5imxYKp0SyZ33FVcYCQpalv7UIgEQJGZgzi+MkxnDiVzKhh58keXYsdsnixpJZflmdSdo+TO9Y+FN64sm+JPKjvSSl3H3v6Bf3PITWsXLmF4uJtbHummYF16r8ZIhyiAz0U/NrF5MQgq7PriLrtXmRMPKkpccoEkFLu9nz4spYtO/jxtkfo7o4na7CAUOf/IE4YXgjaO7zcnBxAKZNNX46A6kpEYioFudddKj7ezXO1a2gTdvwNtOk5DB1c/e0EuHqIzneN5M9v5bN+czoZGS1sXNbM1MSfE7v6kIBLpRhD1iCiEjFdHQx1fwZWP9f319H9vwt60yLyqdszghsLixg9+t9s3PgcTU2ZLF6/jleWbwBm0BcgWoLDAB0Eu/syYzZgheeVDdgRcbsfnYxASBAmCAcHq+4jJsbDnj35uFzhqn799cdZuvR1QMeC6OkFkFFOMExAQegcnoDA4VA4pRrgAk9A4TAETjM8Z2uNx28T7xYR2BDgpao2henTK3rFAfLy9mFZJkAO8GkvAFJe2oW2qG0K8sGeVnJnpJIxxIHTaeD12jS0+njvgzOsXTOWtAQNWhOwBE+98BX5uWmMGu4iLsZBKARu52kqKqbj97t6Ifbty8M0LSzLrOqzLfXWGC2S4sDpACDkiOLNPWc5faSJoA1KC0yhMSXkFIxl1nfcCCsSBinY3wifbK9CKYWlJAiJVj9g0/71jBpVx4oVf6KpKZNnn13Hqw8dYslzM0QfAPtvI7VMig2fg0jFDcZE8UVdgFOHzxG4ECA6NYZxk5MZly6QfutSZDRop8nJ83C08hw9rT2YbpPMnFSyrptN2Rt383TpcDIyWvjdiiZmZj2MvKOuL4BVlqmNlBiOt+fz8al4lt5cQ7T7KEQJdJwbJQSGstH+AALBgLTQhA+n24ltCqQSiJ4ABCxQErQApSGkUOd8GEsa+6ahDtigbPY1uphf/CpHPljFLROqQStEjxfj4hExRMRDuq84gNKcaVlM+ecLOdGQzKiM88yY+B7XJW8NA2hAK3ToUgZdKkRbxmhXpqKTaRyszyb3pt0Y5tnwCiMsjtRgRJqT0OhInwi3Mc3B6ieZUlRIQkIXEyZUU1OTTVtbKp9s3sX0nJ+CJcATJNgcJGp5S18P+Fx5RAXeJzF5P7Mnf96b2ggBhg63ZCN84DA0tScV7+zqQQvFgvlxDEmZy63LFjFv3nts21ZMbGwPPp+b++9/hZkPFtL6zqekxuxEBxQBNRFoCZ/fiwCB0QvR3UEIqbC7pAinpiHCl6kjAJq2TsHm9c0Ej50hdLSNzc80U1k1C7/fRUnJKmJjewBwu32UlKxCa8HRk7lgKVSPhWdYYW8IegHSpy0QPdbtKI8VLsMXXW8CpghfhgYTGk4HyUi2GJbpIDPTSXqipq4hCZfLT1ramT5nMyGhi6SkDto6ktA+G59nHEPnLhd9ALTSEqB7wkpC7S601wYVcbfDAIcEQ4IZvmdkOnHGGTjjHUQlGDjjDcbfUI/f76K8fGYfgAMHJtHWlsqI5HrsNouO69f0+T6glTX8fYNO9/4WI8OFSHBCtABHJNmF4Mv6GxFSoKzDVO07Bwhy8hLJHj2Uux54lYpDUWzY8AhTp1Zy+PB3Wbt2I4OiYf9Ty2lnKplF68VVAQCat/9Mp8nXMNLdEG+C2wiHQgh6S4AA2xHuHUZIgYaO87N54vkfsak0q9fW0rmNPL/09yC7Sb/3DwP0+kzYWg0yhOwEqN/xpM4I/QUzzUAkmBAtw6G4mBnysn8aLcJFSIG23bQ2L+bsmZEkG6dI0ztpt24j454XrrjZAZNaaaeQIgjw1e6tOr11CzEpjYhEJyLGAGcExBCR9hvp/0pDEAhYaK+F7grha0/ldOJyxixec9U/o2uOuu1P6cH+f+COP4OIMxEuB8IRqQsCtK3AUuBTqAshAl2JtDnmk3X3s9e0/60ALo5ju17WcR2HibZrcYsGTOkBNLaKJqAyuGCOpyc+h+w7HvzWdv8DdmSFTI4hd8gAAAAASUVORK5CYII=) 15 15, auto;}
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}
div.testarea{
animation:rwdcur71659 1.75s linear infinite forwards;
}
