@keyframes rwdcur150565 {
0%,6.15% {cursor:url(data:image/png;base64,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) 0 10, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 10, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 10, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 10, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 10, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 10, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 10, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 10, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 10, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 10, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 10, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 10, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 10, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 10, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGFElEQVRYhe2WbXBU5RXHf/dl7272LvtWNgQTwg1C5XVQmkAaC4NVKAIzIi2Og6UtrU63w4jKTGOnRWxlOs5Uph11rPvFiS+tdqYyU9uxWi21oq3KWwh0Qool2RJIwmaTXcLezd5l9z79cG/iEiKtdvqpnJk7O/fcfc7/POd/nv9z4Kpdtf8HE3FD/bhv0v8YOApUAzKQA4alRDJ3xQRE3AgAPimRTP+X4FOBehdcBnxAFuiWEsmcWxW/NGFREFgBBIBOKZE89inBA8AaFzQJhN0kisBp9/EDqjy2BhB3vjl4HqdkNwPr3V18UnAfcCewCtgKPA3MAoJAnRt/LqCCQ4EYWxwDdt4YZfui4A+AbuCkm20RyEmJpD0BTBvbmZRI2kuiiI2zQyyr9jE34qEu6AGPjGWWOJIu0jNSonukiF+FHYsjNwApmYo+SAnB9v0pHjqQ+TEOXyXAAGqAhSJuhF3gMY6nAlGgevl0xOHeC2StErfc9zR1ARW8MgQ9eIMePr9kDZvb3scqw46XO9h1INMOyJU9MF6JjQbsXWNswuGuACwDTrnVOAakcTgE4JFDmbO7nnmDZ++/FY+kMDuk0lStIYc1qFIgcxErXyI1Wuadfov2dJ7H/tTD1pYG5IoEJIDrQtBcE+IPvaO/BmYCX3Y5nIfTnLPd3zELN8Z8MNjPls9O4a7ND6BI8JuePN29ozBUpHfIojNTRJNh80NtzAh4+UZLA8MFk8sEoqvfhGya331zKW7jXI9zhovANcCA688CGuDPl232P/FtVsz0w0gKVYaNe15FdJkIb4Baf5gZdSZvP/glju/5FjMCCtv3nmTn2vmX60DLNMRfjvfDhSyHWr9IY8z7PtDnPv1uMgWcBu0DgrsOZA4GNLhQhN3P7YNCHooF0HzYwzHkG0K0rppDwKMyxaMgSWCLMllrciUUwszR2jKN6iqVOSGNkFcmoMqcMUsUbSiUwCqXaR+yCGsq+VKJoQLMjaiENYVaXWHDzhfA6wOfDrUGW5oNbAGaAvMjKt/9zi5e/dVPLqcAQNIdipunwXtvH4PXnwdJonHhjVDb4PwpWg16gPuba8gW4YVDZ3hq3bVsa3uHl7etJJm4G2OKyuFBixOZErbb4m03xSJf2zeYYdYCrLLNRCX0b31r0GxrT3FtTOfUoAnnzsLfj0LR4ujzrXQMWXz9lW5QFADuWlwzfpYWRlUe/G0npM9BuQR9SQhGSXzvDuLzgzpQGNOSJVHE4TuMKXIFuAbMrdVVOD/MqROn4PywE2jWPA4920qNX6Gp2see1TMvqVihbPKLD01O50ogyfzsnltA80H9HAhG6MpYSIlkvlLIjgwjSYlkrpKCKICuAqMm/PV1yKagafX4bmVJRpNtqlRlfNEvOwZAUR2+gdsbJK6fGuLPratY+dR73HvrIp78Qiz2+HFzMrYv0YEcQFBTePGe5bBgGbSsh3AUTn9I49p7OZq2OJkts+3Fg5UdAx5t/C3k1anTFaZVKZAdwgioANe4Fb7MJvZA/TMnRv6pyjCQL5O76Gjl4s9oTNdVTmYtgprCUKHM8WGLziGTXhO6sgJJckL9sDHEBkMn7JXRFPjgnMWGBn0dsH/iLABcegqkRPL0A4t0dI/j3r000uR+Cv60I7Nvx+Ov8NL3N3H3vOBtTsVi70qJpFUZ4uHGyGrgRyVbNKuqxKKSDY6ATXri5IkOAezee7CyNDYgT9c1KF2k6iP6/TiKOJn98YxZJmXaVCkyQArnYrtyAiJuRK+LeCF1lpW1PoClOBeSXwbeevSr6B4Z11fE7ZsJ9g+gpz1t0ZWx+CBlAfwNRz2vnACgaTIw2Mf8iAegAecqTi2IerjpvgTFMrjgI8CKhz8Xolq6pJWSwJHUaJkVT7zLvrN5gAEpkfz3FQAGekbKoAfxO8OSjTOY9L15pgC2zbrHfs9tryVfwuFUi1UpNNXDljk6Im6sB2wpkTz6ZMcw1Bq81mMiJZKTn8GPMSEyaSE628VXZn00I4i4Efz58qjY5PpE3KgXcWPto8tCQti2EKN58UhTSEyMRcWc8YmS+E8WVsz7nxroqv0LfeQ/21uIG7YAAAAASUVORK5CYII=) 0 10, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 10, auto;}
}
div.testarea{
animation:rwdcur150565 2.6666666666667s linear infinite forwards;
}
