@keyframes rwdcur144775 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFLUlEQVRYha2XX2zTVRTHP79f23VdtzG3tStuHaMbLBADEsYWBxEzyVLcIOKiIFkMGB7wTZTExAcNLz6rLyZGEyYOTRwxgTlGxh8fDImORR80EcaI7I9jQ3SMja5b2+PD7/66X39ru4F+k5v+es+553vvueece6/G46ESqAKK1P8p4A9g+DHtLQsn0Ap0AhOAuDRkV7lDXBoCyTYBfAXsVWP+M3SgHRi0kMj2gC5dzT55eKRSupp90limR61y1YbUWH05gkyoAPqAU0ANMA/0AIf3rV1FW8iLx6nTFvLSFlqVA6wDDgPdSjekxvYpW480gXqgH2gCEsAXwAagBTgpEk9YlRMSjwE3gZPAHmBDrVe7+mqNi2fK9CYNBpTNJXBkIO9rLNNLXgrlzs9E48fuRnkX+MdUcDtik5GY3urzOOgamuXC6IM3btyXAVO+v9rV9V596bNvbX6C3cF85hPi7Z+c3w9cBsYyeQMMV403luky3F4hcrRKOp8vte+tAKKBPFWkiZZG9tH2YpGjVck22l4h9X5NgHFs26HbvjuAQL3fPR/MN4J4q89NuWvpTAX4dUoQW78OrF+VmgCrvQ7WFjpjQEBx6FZ9EwdRe943PPf26cEZrk8tcPb2NGML2ZyWigRweWwupe/K2By/TcY+VuImxZUCJ4up1gHgc5C3pVRrAupIdXFOFv48QEK5yPHNhdLzgl8+bCyWV6qdl5S8Q9kYxFYn9ipBFCN97Gi1TSIddJuO5GjsAEotOiHFIcpmEp2q81yW1dmD7VHlJs4peScsumGX+j2TZaBmMyxSqwTX0+qacIaDjm8r8z2tAKOzkZs9w/EkpxPjYPEr5R+yTACMuhFfgU4SL4ecI+9s8QW2+twADE4t1BS7p/hycNYPVOoYpxrVHm2ue7d/4Eyz7956r1acwXgC8GQhdysdE+sbygqS5ADrilyEgx7TRVU6UAwQrs5JtKzJK9y3Nq84HHIfycQgtUSkFkz3qz6zRa26IY/2XJ2F3ESd382WEg2gKJkKvUPzcz3Bh4m5uMz33op+lmWVK8atiHx/7W6UnU/mpvRfm4zy8z0jnJzA3wBDEcltOT9ZAszZDVmhXccDRGDRC5YgtC/3xo8TD+4M3M21xgC9IxEzmqecGDcZMIpIBcaplgm6SZ4BUYwgTMbBN7diwQcLk8ks+PNh5Jfu2/GnldjkNm45wKEsxsGW61JrNHu/0i0CdmBkmRWHWLw9JevARYz63IZxpmcit0Kz5X9S3lCmS3WBh23+HEZm4gzeX6D7dmSdGN5ts3AmYZbalZbidBcZHZCGMl3O7fanHMfjr1VIOOgRYCO2Umwa6sWYXQ7wPsCuckfhsU2eMMZhZC3RXlJz3UQCWF1d4KF1TV6KIJDn5MiGfMpddCiOm4ozOYEYcEJ9twPNb24q+eSDet/5nasd/TaiWZbuudnGt/nTH5YNfje1fked+ntCcaa48jTGlUkHTvWNTl/5/PdpfrqzXOVNxchMev2RmRh3phMojtNmv2bTq8C4jAYeidWCPWs8fLqzhEDe4nEvIhy8+BdfD81OAluB0Ww26jEuoGaqNGdSPBv2H7D3aVATDnqkq9knI+0VcvXFgByo9kooV4uQ4WacDnUYF0jBOP1OkSY7LrSUHc8wfmO5i/6mcodsLNDMhayY3EQFcInFAIsC3wGvYzxUrAU+V/UdwsgY60vpElkeJssh7dNMtVmMlU2QPjMGWcHTbKVY8jjN0CaUTisrfJzas2Cl+N+e5/8C53H2dK9wexwAAAAASUVORK5CYII=) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur144775 2.1333333333333s linear infinite forwards;
}
