@keyframes rwdcur105699 {
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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD3UlEQVRYhe2UW2tdRRiGn5lZh31Y+9y0SZO0TRsKQbQIgohQijeCIvgDvJHiRSm2QYVGWks9YFpFCoIHLCh4qeB1f4Q3RbRqlTYtpGnSJN3Za+29DrNmvBBDD0maDRYR8sJczTfzPN8wM7CVrfyPYh9FrXwE8L7WbEbAHvryq77pE5PvbkriYQL22S8u8Njj430L5FnKxOkPHiqxkYAdfvMkt1dCrs8u9y2QZRm5zhk9/MaGEusJ2NFjU7iuR9Lu8PPlK30LiLJLHmskgpFXXl9XYi0BO3z0BDl/dyG0JV6J+hYIBmqUq2WckoffrDB2eHJNifsF7PCRt3ALLl5QRkiBThNKQXF1fpMDg0ALcHyPQqOM2wrYf+zEAxLibvjOV4+DcvEDnyzROI0yaRJTGmiS3bqDKwTSdcjbETgSUfIQBZfmUIteGNGZXSLPclAKpRyUklRGdmDQuAq6NxdJuzF/nD+3yv7nBOzEmWkcx6FUL0GaI8MeebuLcgpkt0NaOxpgDPFiB2uBVGOtJY9T8jQhCAoIKXCFwjECHcX0ljrEC0t05+bpLUd4zSqFSsD40anVk1CAPTB9ju37R0mzjGQ5Iu0mqEoRVrrYMKE+2GRsYg+9XoQjJXEYI6RApBqpIGjUMFriNwLyzIDOcRwXgEqrQnFnnWKrztCunWib4fpFhl96gdmLF884AOHsCnF6HTwPuiCyHJNkqGoJD4Uq+ly7MsvTh56h4CiuXPqVyz/+RqY1rUaLxeuLJGGX6tgOVNXHSIHp9EBAmubY+Rhcg1EOQ3t3IU1Glul77oDdPXmS+sh2osvzxEmEKPkoVyFcRWVbjfbcber7hlBCsX1wGwO1MrNzC9yamWP5xgJBq0Zz7yACSXu5je6l5HFG4HnEQhB3YqynGJgYYWzfMN8ffB5A3HMJn/j4U8JfbpIojRGCYrmAsRZHQJYkVIYa5JnFr5fphTFJJ8RoA8bQGh1iYPcANtWsLLXphBHKc8m6GemNRdIoQVSKyEaZmbPvrDZ/twCA3fPaFJkjUFKAtEghsLll5rPp+5/whjn49Td005SlS9dIFtpIKXEKPle//eQe7v3/gLh24Syy4GKVII1zcm2wJl+d3+QgzS13rs6Thj2ElGhtHoCvJQAgbpx/D68WUKoWsdqiHK+v7gHmZ+YIBmu0JnbR2DPIzR8+fwC+ngCA+PP9t3nquSfZd2CMarPct4Bf8YmimJ5O+emjU2vCNxIAEN+9+DK3oh55ubhB2doxicF0Yn4/PbUufLOx46c+XP3jN7tm95GT/a7ZeMN+Bf5N+N2bPorarWzlv81fE4unIJ4wSpkAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4ElEQVRYhe2Uy2tcVRzHP+fcx9w7c2+SSdpMJjW1mRRaVFqwirhQN+LSnQvRhUuVSoWUGlH69LFQF612Jwh16R9gV25E0KUgpWJsm9a2Nm1ekztzX+fhQgx9JGkGLCLkC2d1fr/z+Zxzzz2wmc38j2IfRK18APCeejYiYFuTx3qmP3rwgw1J3E/Atg4eobPQ7lkgayfsmjx8X4n1BOzI2+/ixhUcr/cvYAUIKRnfP7WuxFoCduzAFI42dBbaVBv1ngVk4JJnOdYYHnr1rTUlVhOw2/ZPYZT9u0cZ0m7es4BfDwmGYqQFpxYy/vrkqhJ3C9htbxzC9T2scMCAcCTRUN/K/AYHTjWkWu8jiKtUQg8Z+ky8+c49EuJ2ePO1A9S21HEqDmWhSNMS6UFY76OcbeNXPXzfxwqJkiArLlG1hlJdhOeydOkGQgnKsgQpCOII4TnEI4M4rkUvZWRJyi8n3lth/3MCduLQEWrNOjpLUcsZrudSi3ykcBkIQhqtrZSdnPbcIhKLLDQoQ7fIyJKCoBogPIkQAtfzEMqQ3lxAZQWdhUXmL8+ydWeDiad2s+/kyZWTkIB94vNTjOxpYbVAJSXZUoLqZFhjcbMSx/do7hhjoNGHtILOcgchLOXsPOXsHAJNHFSojw7j9lexAqQrkb6LayxBzaPWHKB/pEFr1zjbd4/x7JkvAawLMD99A2+wi7QSx7qgFPlCgh+FeGHA4s05pO/z+DNP4qUl3539gc7sIljN8OgQfl/E+R9/JRodxI0ruHFAcnUOm5cYCV4tIi8sF85fYamd8PBYk7IoAXCAYws/fX+08fwL2OUcqSVKFWAM2lqcsILt5hipuTB9BV0N2bNvN1JYKnGVaLjOzM/TUGoGmkP0bx1CYXAqHqZQxLUqy7NLFEnB3KXrdBY72MDj2xdfAhB3XMKJA0fR7RQlNGQFVoBbj7FKETfr5ElKEFdxowpbhhvosssfv10jbyeEUcTY3p0YITFGsXhrHqylmEsQ0mH54g2cWogRMHP6w5VLeLsAgG0dPA5GkyUpQlu8WgWrNTOnP777F143z535mm7aZflmm3z6T0yuIPCZ+eqTO7h3vwPiwqeHKZVB+A64DtZorNUr8xscWCkxuSG9fIu8k6KUvge+mgCAuHLqBMFgP6LiUBQagdvT7gGuXbxK+/ototE6A9sbXP3mi3vgawkAiN+PT/HY048wuCXGaL1G2drxXYHTX8MGHuc+O7IqfD0BAHH25Vfob40ytne8ZwHpB6h2l3NTk2vCNxo7cfijlTd+oz079r/fa8/6C/Yq8G/Cb1/0QdRuZjP/bf4COMihnWCHf1QAAAAASUVORK5CYII=) 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:rwdcur105699 1.6s linear infinite forwards;
}
