@keyframes rwdcur27605 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACJ0lEQVRYhcXXQWvaYBgH8H9i1qTOqoiUtspwLHRstiBFAq4deOmlvVk87LDRHQa79BPtOAqDFgoKUmSWDbq2bDvYi3MQ3TzohqBV0CSmyeM+Q5K6970///x43/dJ8gCMF+em6G0+v/IwFlNEUQyKHBfsjkZ/v7dapWKxqDnNEpwW5LLZ+Jvd3ZPI4mL6RtcxL4rotNtYGo/Pl3Z2Dt6VStWZAp7KsqIRpX9Vq4hKEgYAfjQaEAOBrZBppgE4AvBOAWq32zw6PlbVeh0ZRUGQCGSa+KmqtVavV3ea5xjwoVCo1geDzUgy+XJufX30x+/XJtHo64ZpPj86PT2fOQAAyhcXXQP4BEmi9s2NdXZ5+fGkUum7yXIFAIDpdMqD53me4zDP865zXBcCADhXXXyHACLPCM8AnyAAksQOwHYHLMtTuSeAbhhsAQAA23b3NbszgGWxuwOGrsNmfQQWawDZNlsA0yPQDQM26x0gIrZtSLYNIgIMgwFA12FZFjhm7wEAE9P09HBPACIi7faWaDqFLQj0XwHZbDYQC4e3Fnw+4UE4PKesrWUzmYyrnwLHgFd7e6kNSfp8fzg8XAb8y+OxFOz13m+GQpX89nbKaZ7jwSQRiSRe7O9v/G428e36GhMiCJKEpCw/E3q92Q8m1Vrt67DTuXoiy1iIx7GyuorHqRRMTTvrD4dXTvNc9dBBLhd/lEgoxPPCPSDQ1zTti6oWyuWy4+GU+foHXJThhNaYezYAAAAASUVORK5CYII=) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACPElEQVRYheWXUWsTQRSFz+yOycZkU5ONcRMh2jaWLOSpiBSFUEqbF0OFSh8EXwTpH/C/+CdKEUyUWmmxRRIxJIgPgcZItUFDJJSk2YQk3Z31QfF9dtUVnPdz7se9cy4zgMuH2BE9WF+PaKqaYpQmfONx/GOzWW91OjubpdKI14vyCrLZ7PmNxcWta9PTmQ+6DqvfhxIMotvrvb04NfXo8fb26z8KoHi9iV6vt/C+VgNEEZ1WCye6DsHjuUGDwRkAXAACL8DEsozC/v7xi91dNq9pSCgKxrqO5tHRu0an84rXjxtgq1Bo1Pv9W2Y8fmcSCnWHsdiJqSj3PgO3n+/tHfP6cY8AAHaKxW9X0+k3XdOcVA8Ph5sHB08rlcrQjhd3B34JBUEghAiiKAqXJcm+j10hAMCyQIitJDsHCAAQKYVlWe4A+AMBUErhrLwDgAEAxpi9Vfo7AADAYsxheScAug7mcP7OAPBjBHArBYDbI8DPDvy3ALrbAAAAV1MwGDhew84A8A9sQtM03dsDA12HYRiOijsCAODuJSSAYTHGTMbYyO+3nUdbALmlpbgM3Lzk83lS0WhgYXY2c39tTf0rAHdzuaTm9ZZmZPnJFVm+oA6HkcjZ2bOUJL3Mrawkef24X8UyITS3vKz6KKXlchlf2m1QQoRwOJxOGkYGQIPHj7sDbcP4GpCkqpZKgcRiiGsaQuEwRNOsTk5P67x+tkL8cHU1Oj83d30EBM6NRmq92ax9YqyYz+dt/Q1cPd8B9B/YtnTUHVgAAAAASUVORK5CYII=) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACJ0lEQVRYhcXXz2vaYBgH8G9i1qTOqoiUtspwLHRjtiBFBNcOcumlvVk87LDRHQa79C/acQwGLRQUpMgsG3Rt2XawF+cgOjzohhB/gCYxTR73NyTWve/9+ebD+75PkgdgvDgvRW/z+bWHsVhGFMWgyHHB7mj090erVSoWi7rbLMFtQU5R4m/2908jy8vpvmFgURTRabexMh5frOztHb0rlapzBTyV5YxOlP5drSIqSRgA+NloQAwEdkKWlQbgCsC7BajdbvP45ERV63VkMxkEiUCWhV+qWmtpWt1tnmvAx0KhWh8MtiPJ5MuFzc3RH79fn0SjrxuW9fz47Oxi7gAAKF9edk3gMySJ2v2+fX519em0Uul5yfIEAIDpdMqD53me47DI855zPBcCADhPXXyHAKKZETMDfIIASBI7ANsdsO2ZymcCGKbJFgAAcBxvX7M7A9g2uztgGgYc1kdgswaQ47AFMD0CwzThsN4BImLbhuQ4ICLANBkADAO2bYNj9h4AMLGsmR4+E4CISL+9JZpO4QgC/VeAoiiBWDi8s+TzCQ/C4YXMxoaSzWY9/RS4Brw6OEhtSdKX+8Phh1XAvzoeS0FNe78dClXyu7spt3muB5NEJJJ4cXi41Wo28f3mBhMiCJKEpCw/EzRt/oNJtVb7Nux0rp/IMpbicaytr+NxKgVL1897w+G12zxPPXSUy8UfJRIZ4nnhHhDo6br+VVUL5XLZ9XDKfP0DXRXhhDudyDEAAAAASUVORK5CYII=) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACJUlEQVRYhe2X3YsSURjGn5nRUbNVman1qySi3RZXYougq4W6WlyIYMFYCLroav+o7rrort2MWISWBC+iLqRkSQw1pDVFZTR2dMzjmdNFf8E5owxBL5zL5zk/nvd8Ai6XJCJ6tr+fSOv6DV8kkqam6fne6Xxr9nrlN8XigNfLwyvIZrOhg93d19d0/W5jMsHvfh+a3490ItGMRiK550dH5aUChFU1dG4Y66ftNhRFwdAwMJ/NYBFyfS5JGq+fzCuYzWb4UKudfWw07K1MBqnVVQyHQ/Q7nc+dweB06QCvjo/Pat3ug/NA4OGvYNAw43FjEg4/as7nO4VSqbt0AAB4cXjY+zEaFYeSZH6p181StfruZT7fE/ESAgAA27Y9MgBVVWX/eCzsIywEBPfwIgEWAeEsAUmCqqruAQCA18N9lCwQgDFActYERwDM0dQLAFhEOUuAOc/gfwL/eAK27S4AGPs73AKwGQOl1D0AxhimhLgIAOfrwHECTgGErzJZludgzCaEYBoMClMoIqKnuVwiHgrdub+5+ZiYpk+itHw1lTIr1arJ68Xdgid7e1dux+Pvk5QWYpTGkpZ16TIhbzcCgcLO9naM14+7BQoh8r21tZhCiFyp1fCz24VPUeSQpt1KTqcZAFxPc24Ay7JGFzWtmdL1rbppQvd6MW61IFPalGyb+18g9Jw5yOUSN6PRjQsrK+v2eKx9bbc/tUajSv7kROhv4Gr9AcOo4VmP2S3/AAAAAElFTkSuQmCC) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur27605 5.3333333333333s linear infinite forwards;
}
