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0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 23 23, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 23 23, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 23 23, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 23 23, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 23 23, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 23 23, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHE0lEQVRogdWaz28bxxXHP7NLiktSIkWFsimZckFZMZk2bdQ6QHoLoENr31wBuQaI0aAxjB5y8F/hAj20RmwXcAGf08YIENjtgTkbSFs2DhLSlSXEkiwqkUiJFKklRe70sLMqLZO71C8X/gIEF+S8ed83P96892YFh0R6esYH/BB4E3hLfU8CIWAAaAJ1YB74Anigvr8u5LKtw+oXBxVMT89MAVeAS0AEQOg6gXAYfzCIpukITSAtiWW12dneplGrIdttp4sKcBu4Xshl516YAenpmV8AHwLnEYLwyAih2AiBwTC+gIEQvbuUUtJqmDS2atTLJWqlEkgJcB/4fSGX/fuxGZCenokDN4FZ3e9n6ORJhk6cxDcwsF+du2g1m1S/W6W6ukp7Zwfgr8BvCrnsWr999GVAenpmFriJEPFYcoLo2BhC0w7GugukZbG5skJ5aRGkXAPeL+Syd/uRdTUgPT2jYY/6rwdCYUanphgIhY6Acnc063W+n5ujWa8B3AIuF3JZy01G7/WHIv9n4L3o+Dgnpl491HLpB7rfz9DoKFJKGtXqOSAVT6Q+XS8uyJ4y3X7sIP/ucDLJyMRp1815lBBCEIwOA2BWKm/gYUSvhfwRinwsOXE8TD0QS04wnEwCvKv4dMVzM5CenrkIXIuOjzMycfr4GPaBYCSKbFs0tqrn4onUv9eLC/m9bZ5ZF8pVfjMQDsfHf/T6vj3NjrmNWanSqG3RMk2klAgh8BkGgfAgRmQIvxHcV5/Ssnj61Vc067U14LW9Lta3p/1NhIiPnpnqm7yUknq5TKW4glmpOD9vAXnABAw2NzNVVgcBjEiESGKMUCzW174Smsbo1BTLD7+MI+VHwDvP/O88qBP2b7GJ0wyfOtUX+Vajwdr8Y7Y3NwGWgOvAXSBfyGV326WnZwDOArPY4UcyGI0SnzyDLxDoS9fG8jLlxScAv+w8sTsNuKf7/ecnfvqzvkbfrFQoFvLIdrsOXAVuePlspUcDPgCuCV0PJdIZjEjEU5+0LBb/9U/aOzv3C7nshWcMUIHZf/r1OmalQjH/DdKyHgEXCrnsvKfQ84ZMAveEpp1NZF7ry4jy0iIbS0sAZxydzlBfQQiGTpz07KTVaNgjb5N/+yDkAZTc29KyHhULeVqNhqdMB7/fOg+aiucvhUdGPE9aKSVr84+dZXOhkMsWD0LegZK/INvt+tr8Y6TseeAC4BsYIPzKKwCXFG807GQkEoqNeCqsl8vOhr160JHfC9XP1e3NTerlsmd7xTOCzRsNO4MiMBj2FK4UV8D2NjcOSrgHbgBLqn9XBMK7PN8E24C3hK7jCxiugvYhVQE7g/L0NvuB6u+6WamwY267tvUZBkLXwU5f7RkIhMOeh4pZqTqPfcXpB8DdPXq6QgjhzMLuDEz6g97He6O2Bf87YY8Dj4AtpccViu8k2AaENK1nWrCLlmnCnhP2KKGWUb5lertTxdcA24ABoXnHJMrFmYch2QdMKb23l+K7a0BTWu7+F3D2iPtOPzwMIbzDGMXXBNuAumW1XQXA3v1ARgVmRw4VI2V8hndwp/juGjC/s+3uugAC4UGAQeyo8jhwFhhUelyh+O7GQl80ajXPY9yIDDmPs4dh6YKLe/R0hZSSRq0GdnkSDXgg221aDff96TeCTsR4RU33kUH1d8WIRDwztpZpOuXJB6BmAKCxVfNUFEmMASSx4/mjxAdAUvXvCjX60DEDXwOVernkKRyKxQhGowDXVDx/aKh+rgWjw4RiMc/2imcFmzeaKnHfrpVKtJpNV2EhBPHJMwhdDwGfpadnEocknwA+E7oeik9OeoYzrWaT2vo6wG2nNO+s5etISfW7VU+lvkCARDqD0LQM8PlBZ0LJfS40LZNIZ/rKjTv4/cF50AHWiwuleCL1853t7alIIuE5Er5AAGMoQq1UiiPl+/FEaiOeSP3DrQTYQVyLJ1KXgU+Ero/1m05Ky+L7uTmkZd0v5LJ/dH7vTOrPA/eOqCrxqDPkVl7mLLarPJ6qhFL0F4SYPfXjn/Rdhe6rLgQZ7ENw33UhsKvWyw+/BCk/LuSy3etCygC7MhcKx8dfP2xlroGUFkJo+IzAIStzD2nW610rc88NgaqNfhIdH2fk9A/2pew4UPr2WzZXngL8qtulx3OJwHpxIR9PpMZVfZ5gJHr8LHugvLTI5tNlgFuFXPZ33dr0WiOXgTsbS0v2tc//AR1FrDuKT1d0TcXWiwsynkh9CqTMSuUN2bYwIpEXcskhLYvykyfOyN8B3nMrIvTMJTuMGGtsVc/VyxsYQ0Pofv/Rs1Zo1uus5vNOuHAL+7LPNUXr95byIvCnl+6WshMv6J74Y+ybyaO9J+5Ez5v6cNguOnnd1JsmjZq6qbcDM3gRN/V78dK+K7EXLm+rGOpjqs+xvK3y0uO/Th9GS0IaLmYAAAAASUVORK5CYII=) 23 23, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 23 23, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur253080 2.1333333333333s linear infinite forwards;
}
