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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 11 11, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 11 11, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEDUlEQVRYhe2WT2hcRRjAv/n79r192f9NNmu6SUtMJSkqoSaaJhQirUI0KD01/sGDiBpRENSLlx7Ek4deFKWIIEXwUhWhtGKEpq2l1GqDTVSSNW2JWTabze5m9+282XnzPIimiC2bmHoxv9McZub78c038w3A/x203gXW9qSNLd4BgDiAXwbws5Wfr1f+E4Fwz46OO8cPvmK1Jh4mhFj1ev035cof85OXP5597/jpjQiQRid27uuz28cffy2WTj395n2jsed2DTYNtHYmrrj5LtSWOMAS4cXSdGbWl8q7LQLjx47ctYBqb2yzI/ZYuhcClOk2O+6Hual/quUN2hbvDW5PXsmd/mH+tgjEnhoeIZQ+GjMsBRi7s5V8Le9WpdLaW3JXPcdXNjSHAk/uH/1m8vMTstF9aSOTDn9wBF/w9b4ID6qUFRU1r64cJVVJVqGqPcoJpVEeDLiyPpjqSMcAoOGibEggLyo2w4nuuGHKlNUkDcycoGkoX/vAPck9z+NVJjBmhCOE7EaD31IgMXC3DQilMSXpi2ilbyjUHdthx1QAMxHjpuCUKfB9WFWulp4CBJiHDTNLPKT/lUDqkYHm8L1dY9HdnXsDVqDtUFd/qjPaYsW5Lc4uzTmcMGlgqjjCSvkalFK0UhdaeLLSl+g4Y+XVut6ENQHO8M4nDoymRgbe6kmmU+M9D9Ld4SQGAF1UQny1MO1g35cIIV2QVZC+p12lZM2TjkFZ8WDHnssRyi9cLWQKGxJ45vWXI3O98RfMpqbkSPs9eleoReelI7OiJOZW805WlIXNArpad7VF+TWbBQphhso2MVY4xjmE0CwAZD5596jYkMCe4aHYNSfTHTMsObmUkUVZ03VfybqnJAKswsxSCjydE6ticNvOrzGgHADkMUJFrf3ipXPny599eExOfHliPfHXBBBCAWrQikW5xQkWOVkRcRZUEc4lI0wrpXCuLrD0dZYifO7U8S+yMxenJACoT49+tK7C+0cBjohoC0Z/IQi6Y9wWLWaTE2VBaWKiPa1hRXu8JGs0wsyZ06cmcoeff3XDDehG8J8Di/Fyf7x9Evu4yAHJEAuoMGHKZoailGpXKyhJ4aSD0WlZq63rnG/F2hEAlLsiyfNCqzsK0ukLixoYJgFZ11BVLl6slnCIGZkgYvPFpWW1WQJ/9YJES7Pqvb/PSZnhVYQwWZYVnncrZFFU+KJTAg/8bE80dZIK9f1Lj41tSvoBbsjA+2+/AwBQGHvx2al2KwqtgdDVmldPaPCDAKBMRH8NUHYpv5wrblZwgL91w+/OfOtXy5Vq//BQlhGyYBK2YBE2bxE2wwiZmp2euX7ogf3uZgrc9Ee096FhDH8UKQUADQDq7MmJDV+3LbbYYostbsbvybDJ7XyRF2EAAAAASUVORK5CYII=) 11 11, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 11 11, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 11 11, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEHklEQVRYhe2VS2xUZRTH//e73313bufRjjOdgU5LWxSkSMqjitXGlbowEYLBpAmGGDeC0eDCxLhQY3SBCYG4E2MMCcYIURdGg9EKaKAixgqhCZQ+qENp59XO3Jk73/3ud10IG2LSYoIb57c6OZvzS/4n5wAN/u9ItzfUqK1Ty2wDYAKoeuXqjFdaZP+JgNmeTHe/uH13pCv9rExpou6x2YWxycOXPzj+sZvN5e6GgHyrsNoT4bWvDb0bW50ZOvDwztZtnX2KolMzq4s+e11Hd+HcpdPccat3TWDrwX07zVR87/p4u/Rk2xrJUjV/fXQFbnCHzOtBj93btWJxbOocK5bLAGCvydjhB7pXh7rTG5q60v1WZ1vUd1mOl6t3FJcEAEOvv6yWHll1jGrqxrXNKbE5koIgRHRYMRIzLHVkfhKfXv2FzU/OfFW9NvclgK3WivhG455oIhmKhfOs2pRfyBfKE39+fem9I2/W5xdKdyTw9KE3epx740fTVrglrJssqdlMJVREVJ1krFa9246bcc3SOXzq+JxIAGxZI4QQAEDd5+KZkx+6ZdcFz+bePvX8OweWKyBvGRzA43uea8/WSk8ljDBNaCG3VbdrTarOALD5usMmnIL3RynrF9yqSJsRKawagR8EftF16nlW9rJuhY/kJhlkKZBNLdaRTB27+vNvy4qCAiA9duvi+eLUokpls8VscmOq6epU5QDgckZLzOFzrMannHx1eG6cUJmQsKKBEhl17qPIHdKqhSiIRHPciw7u2tF5Yv/h0eUKiJhqVtrNlgtVvx4XIhCKRIRCZA4AdUgIJBkQAVEJ5QaViUEoqCQJKlOhk4AohBANNZ35TK0oCg8rBrYMDuDs8KmlBc4On8Lc9dnKYKLr25M3riauOcUE8zlMRRNEItxlbkUQqZI0QoVcvZL2ELRFdEuEZFUoEhECQM33qCoTUeIuYoGYu89OlAAQAGIpARkAEqkU37Cpz0sZzUyjlKmElg1Cs02KNpU0mi+lDPtiWDUuh6iWn3MrUVWmVkQ1eRPVPIXIgQSgwhmdrS2QjBX9flUodvqtPa86y4lABoCzP5wM1m3pczIdmXyzYsxHVGO6WTXGdEIvyJJ04cbM9YuFfGG8JRbLt6hWbbJWTPJA6LqsBEEQSGWfkYlqQSIg0/2xlcdOfPbF+OlvvvOWI0BvFa/s2MV279s7DWD2Zl8A4AD4R+8fEgBw8PiRat/WftFrt9GpWn7TaDGbAQH1uM91Is+sj6d+DFF9rLrouMsZDvzDM1qKA59/om8aeKiTIbi/5tV7AolYUiBquqxc0Yg8evH871deeGL73RMAgP1HD9MHH3u0BcBK3PyaAGZ+/elM7qVtQ3d+iv8Nvf2bgZt3BH/HJUbPjCy59Q0aNGjQoMHt/AUSGbTZ8ukvawAAAABJRU5ErkJggg==) 11 11, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 11 11, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 11 11, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
}
div.testarea{
animation:rwdcur170013 0.6s linear infinite forwards;
}
