@keyframes rwdcur159121 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEC0lEQVRYhe2VTWwbRRiG390de722d2PHztq14yR2HGI7Fq6TtkLCdtMAOSGCElVRL1WQeuBASqUeqh44ARI9cQNFiZB6QCWUH0HFIQ2XUEWIn0YNTiouFEUcaGqZyvl1dr3zcaJCjdLYKTfynL+Z95lP38wAhxxySB0ccTgaXhNUFLGeuicW5dvaRM1uf10k+ibt98fqDQ+5XAMS59+HVHWw3jW76PF4oMny+bePHdu5f+kS9TY3FzNNTftKhGS5fygSKVUuX6axEyfKrS7XiwcSaGLs6Hg8vm3duEH89GkqDQ9Tr99ffFZV95Q4IssDQ+FwaatQIH7xIhljYzTY0rISkmWtYYF2l8vTqihzy8PDxM+cId7VRasnT1JW04oZVe14vD7kdPYPhcOlrVyOeDRKPBSim5mM5WXsw7Sq1jUPu0h5PHpYUeaW8nminh6iRIIe5POU1bRi2ut91Img0zkwnMmUqiMjRN3dxNvaaKavz/IyNpHTtMYn+N8k3W69VVHmlgsF4oODxK9coftnz1LW4ylm3O6OVlnufzUSKW1duEA8mSQei9HNbNbyMjb5fB3hQl0SLpdeqdWuz5w6VehJJIC7d1E2DLy0sHCvTVG06c5Ov1ypAESYVVU+evv2VI/T+eb82lr1PxEAgISq6uum+flMJpNL7ewAjOGh1wuHaUJZXweI8K0o8tE7dz5KuVzj85XKvuENCQBAp6Lo25xfv9nXV0jJMqCqECoVUK2GWdPkowsLU3FFGf95fd2od0+pEYGHtdqmTRDW/qrVRl7x+UTBZoNgmjDtdry2tFSRgHO/bG6uNrJnQx1oYWygT1WnP+nq8muiCM4YBEGAYJr4gzG8vLi4ZHI+9Ovm5r1696z7fgYY688oyvTV1la/Vq3CqtXwZbmM+XIZZBiIGAY+O348LQFfpRSlo5GD7YvO2MALPl/pz3SaKB6najJJ13I5S7XZruqSNDcbjZKVShHP5Wgpm6WEw1FM2Gx1/x1PpEUU+wtu9+pKOk08GqXt9nb6wOezNFGczLrdjk6HQ9dF8dbXgQDVOjqIRyL0g65TlyQVuxl7OokWYOA5USz9FgwSDwZpKxCg991uSxWEiaM226NHJsqY7heEuS/8fjIDAbJ8PvoxFqNOxorPCMLBJNxAvA9YXWaMeD5P1dFRes9ms1RBmMxIkv3x+qgk6T7g1sd2O5lNTWS5XDQrSdQO/NQCOPfK2XMIJcDYAqobloUdux3XDIO/y/lUzG4fX7SsXff8d8t64BaEkfOG8d2nGxuoGQbWOccOsCEB/EBdCAC9SWDlLcBSRXGi1+/f921vB3QfMPcOYAWB+W4geKDwf2gG0nbgXFwQ6v7VwoDOgDfCgP5U4Ycc8r/gb++beTIeWDy9AAAAAElFTkSuQmCC) 15 16, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADwElEQVRYhe2USWwbZRTH39ieGS8z433i8ZI4tuMkjhM7CzZK0mDlUAGqEgIHDpxArVQOIIQQB0AFiQOiqohaRKkxVM0BiQj1UEEXsrSeOiSqjVSlTgViFeoBEqtKUV1naeZ7HKLkUkVeckL4d/7rvd/T9+kPUKdOnf8CASdnCzg5U6V5ycJ6/ZLOUklWVS7gdZr6JBOT43UqOdom+crlnVY6EWkWcmqV+nK8nXNUIrEnDWZtdChkubN6axxXsu9jt9+Y7wra95SQLPTwaFwslKZa8M/zj2HQaVgIN/NizQKMmvpg+tRTSIo/I9ko4PL8m9jtE/KRAP+IhGSlE6PxhsKD6RCStBtJJojn3oopJo4eqVnA7+JFycjI2a9fQ7LyLZKFXixcSWBP0J7v9Au7Eg4LPTwSbyiszUYQ0x7E+ShOnRxUzBydjIdMTM0CAACtTZZtic96kGSHkNwcw5XZMewOmPORgOB129nty6/2IZG9iHPtOHXygGLm6NRAl1m7r+W7Em69KBlZOTdxEMnNMSS5J7Aw/SRGfcJvI/GGwprcj2SuA8lcCGc+SSgmA50c6KxsOVWxhIcT799/eP7CeGywN0wDUBpYXfeCVvkFdGwRABWYWVCR548tng35uFe+v7W6XvvJe9Ds0NkkIytnP38cyY+vIt5JIll6EUn2AH43HlNMBk2yr02o6s3V1YTvFbdKNA3Fu3+vPXtoSKNSk1WAzb9AUWh46d38PxqGOrz4a3G5mpkVPwEAgFVQDXe6tJNfHQ/YRLsekKK3B1AAd+/p4eDRhaVN3Bq9/Ufp90pnlm3CHewClWi1qybPvuexiVaAra1NuHgd4YfFBwBIwGoqwZWPw2GG0lyI+PXeag4ri42nhmNNUPjpnIiYCeD6tTb84nWXwuvoCYdAy9lkBMl8H2KmBVcuxrYb028oW9sVYRcgEfOqlpdSRiSZFizNDeGpo1aF11KpqF/HBJxam2SkMzfOhJHIPsS0B5cvDWJPwJyPtgj7kzDqoD/WCIXbKQOStAtLVzvwxBGbwrFUMuJjd3970KUVHQItZz9tR3JNQiI34srMM9gdMOeDHs5dswCrhneOv0DhxmU9buSewxNH7AqvpVJdzcwjJRN0saJkpOUbp4OozJqRpBvxzBu9D808/XTNAo1WEAQGvkm+rMGPDgsKr1UlIz7dng23I5E97ccv325VjHr1h/0dJk3NAgAAPhEEnoEJAwPjnU2asvXa6mZFm0EzyWtVxwY6uP0t34Fjq8sb9VX1W506/3P+BdvzZ7lw6eAQAAAAAElFTkSuQmCC) 15 16, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEEklEQVRYhe2UbUxbZRTHn5bb9vbe3tve9t7bQt9rb6kFioMB2yTaEGb2kkyHWfygfjBTE6YzJCZmsmwmQnCEZHOBOBviC9myZYJBQoZhyvS6RJ0DjBZdwnhzsADrsoSXzJZxn+MHlA/Ouha+mMjv63Oe8/+fk3MOQhtssMF/HQ1v96mziEat6PSl+4dguHI1oamjnAF2XeKE4PTrTeIvrtdOAiU4YjqH9EATWqMlYnDnxR0vNYCGYrr53ELT2sRJmqQ4cYBtvAiSvAze5q/AYHPFtP9iQme0RBhPXnx7xxAcHFqCnY1ngGaMbYxZSKmjTvWgUqkwXkre0Sfm0XQSoYXQY4itPZ1P3Et2ka5cz9/jSRMfYa3O9sqTHfzmcAhRSEG3piaxoii3F+7EM61/Ba3VLeoNRtl7rAuEvmWwXcLgef87sHkDMdoVWO2E3mSpEIPF8ed6R+HoCIYj1xLw8IEGhdBRUbNUQK5N/a/KbB6RMZrl4PHPwfm1AtI3GIrb+oG1+2JGb9BD8baINVQSf/nLMYhOYqgfTkLR6ycUDUm3mvz56xNfrTDHK9IsJ29q6YPS7zHsGMBQ2T4EnNM/ag9vje+Xb0L7DIbe2XtQfviUotXTUXOgUJtOblW6Jii7T1Qvzn1aeqKr3LZ5GzITCCWmxpGWppHfLqIswKj33BncV//qhya3dHD22o+JtZecAibbzTNGi7z37BU4NIzh2BiGlhsYWn7DsKvpnKKjDFFrbjijtmdlEry0OHeXIMl51e2Zp3N371MLWoQMWSo0vZhEPW/unyNI8sVbI7/OZJIz5Rr+E4xFrCgsKoseaW0jHDqESDVCOjVCJbwOVX/UbcpSE+0OKZT2xczIgIG3ReyB8Pln3vuEZykSqRBCPd096Nsr/chIIFQVykZvd3yRvwyqLkewwJOJiXTEK4JbK+OHflqApnEM705gqGr5TNHp6TYjx18+emEAJu4CTCcATg3eBMEXipn9+Rl1IiWMYItsenxHvGZwHhrGMByfwLC3uVMhabY1J6+YFN1+0WgWL9f19MNsAkPtMIaqi5NgfSgU46WC9ZmgLNaK4KNPxN/4eRHeGlmZ+qeaOxWSZqL2cNnqtNu8kmjkBPnZ9n7Y3o+hbhRDtTwFVn9ejPFmNhOrkBRjcATC4y/8MA+11zG8M4bhyeZOhTSwrTmFZfcdGbNbEllOkCtOX4U9gxg8MoZt3TeAtVgv0BZb5gYMZlGtI6nW3U1nlcPXMexZaXs0p7As5Z6zLklkOV4u+fgqZF9SoOiV+qSGZg9krv4nglRAkiT1wZbna5Ir4lseeGQMroDIcoKcv6/6d4Jma8yPlGe06vfBObxaDakv5Ry+tG47QgjRgt2k0dNFJk9wfeIbbPC/4A8j5n7no/aGegAAAABJRU5ErkJggg==) 15 16, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBklEQVRYhe2Va0xbZRjHn7anPef03Lqe09MLFEppubYzdoNtkWmHiGQRjTo/aPywxWnEiQaFhWSCwUyJ2dSYuDkyw4bxMiAb4FDGsmnqJcTA1Fg3L5EZhQyhMrlObO37+MGgJBMosA/G8Pt83vf3f/7J+xyAVVZZ5b8Oa8mkdAZuKy06khM9o6OlgFbPB1csN9r8lI5i6p1522OCOTVsVDPdi53Rc3KQt+RGxLSiaYo13ccnBZYfgKLo2pQt1THTnilcv7sHRSUtzC4Qgubl4BqbP5JXE8bC/QMoeUqmdQbh9oUc2nkn0bOg1+r8+vSbqLiGhVFzPri2N/v0JNbBqFmuq+VKkBOSWjdXNis+fy447TJwzgCD8WjWkqaeC2NOUznOHMouO4OWZ+Jo30vQW3EORcUdNlr/aYLm5ULVGYjc+dK3WHESceexK+i8pTau07MNRjWbWcihWSwEK7tV3e/jx7MeOlEwrGwGnRZAnT4P/Yfv+iqmoUpjV3518WJy68aKY4rH64ZYNArdR18gP5x6tpGRXeVTP1+YWXYDs3CWdJXn5VB+5ceYsY/g9S8TLKg7jybV0+9wb4psOzCIT3YSfL3vDyx99FBcbzA2iEk+QyJ3L9rALLzFo2pmxo4HHnu3QJeaByYGAEYvgijyYLOroIU4/PJpC3ljf1mj2e7ZNfj9Z9FrGgAAgJddqiY62RrcfepGW/Y6MBs1wBkACCHwYftb5JPGstdkh7v80sUvE5IDAOiWEiD629i0Vs9M6MaH7nZvvkdrYgF4A8DliRn44JUHx3U0s3PkpwvDS7lz3mf4bxglS6HTHWgorjpC2UUAmgLgaABfCgv313eatEC12l3Ziy6ruSTcAGeyBZ2utS0lT7UpRT4OTCxAV8d7MDk2ARluB+SkCJCad4f6xZm3b5Zka9f45ZGxpQRZENFsC2ZeVxTZ1TyFNacRD/YQ3FHXHqdprkkUlNATh/qwd4DgNyMED3YPodWZG3a4fUtqYl5Msj246YaSSHXbBFZ3Eaw9TbC0qi3OsOLhZO86xuLwKJKkfvT0kT7sHyU4PIn44skBtCTlhC2p/pWFYAUlGMgvjjT1TOFz7xOs7CR4W1V7nGGFBrt3w9/v3JbsVSXREtrbdA6/ixB8+ATBR44OojU5J2xOunptJ4TBwIJolM5uOzCEj79DsLyD4NbKvyafK5/F7sxQJUkNldT14o4WgjXdBO99vg8pPVO/7AYYXi7yrr119IE3p2blDTbvhnl3u8nmVUVBCRXs6cUt+y6hLcX/9RpHhmfZAQAAWEEpTklf/yPNCK/avBsX/LEAAAjWDFUULWcVR9bngnWF8llohhd5yUol+j3LywzNSvw1ka+yyv+ePwH3DFmkeqHKmgAAAABJRU5ErkJggg==) 15 16, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEGElEQVRYhe2Ua2xTZRzG/6enPZedW3t6zmnXla7t6GZZN1x3DSzLspGAZqi4wcIHQInRgJn6EWNCTIgxI0SMX3DCRgwYKWMZC2ZlCMEhEZeBJpR5Cdt0EcHZsXX39XZeP40QTdsDkvjB/T4/+T/P+3/f9wFYYYUV/mNwLSKWc0gEKRCx2PSSpqE478T1nE5VFxYzaXWZBBTjKONo0yBhoPtZ0efOpDeQ5lrSYBnEEARp3mvVEjgldJbytN1W/pt3yziq3D6MZOmpEG8uTBmCoMx1JqEoXLTlJsqr6UQGvXSNoOxKOo+0G4gvTTbnVR6w35mT4c+4GyqavvCRWKKHFf8ZgqSlWpayBUoaT0lrS3xQVPUMMHJDRTx2v0r7kf8GJ7gVPkvqr2wcREqDilxNKqreMYJEsSDEmLwPQpCUuU6R/eGNr/6IXjuI0J7WBZSzZn8S19FtJLOaSOeBZQrBCh5Fl4h0+p7trbmTLAUcB5DxYRi9+NytONJtjkUnnQyZ01m+7ZS0Oj8PUDIKvSdb1bHQwQ6Kc7bMR35I+3AzBgAAYI0eRReb6vS/EKy5i8qAwBGsYsdgILBxlGNlvnRrQJIsNsAgBpfPfKCOfnfgGM273pydSm+uOQAAAGf0KFg80uV/Pli9yPrByAIQS78CwzEgWWTQYQn4NnhUvdm/r4PinC2RiZCmL6s5AAAAyzslLDHbVd18vkZwlILIAYg8BvFEEq6cO67euPjWMcbobJkKD8W0ztRURMvEopEFDKfmDIv3XnT5t+qMHABLA0xMzMA3XXumcZJ+ZWrip/FHmZmxiB4mi5XrHDn+IyWNx/U8A0DoAfQ4QGG+AI2vdxuxJNapWAsyltXDaN4Aw1lrXfbi07UvdUtmmQGfC+D6V0GIzs+Aw2UDj9sEimuT8v3Vz+vNsjU4Mx2OPLEALG+ts1t9p9fvOCuxAgvZEsD4z+fV9o+aTwwNBKbNtvrc4qJsKC0WwendrFy79NkGwaT0zUyHp7QeMCW8kF1b5N0wvvf9GdRyWEVvf4xQ0+6zySyaP+rKKyNki0fiGfnrfe9dRyO/q+iXeyr6sH0YSeaCkElOXduaoGnzujxXffhIYBad7FPRO20qatzdk6RIri3HWfmg4SxWjyKwcv+7h26gP+4jdGtERTU7byNRLAiJktueziPtFWCAdpXWH2qQnD4gDQBXenvUvsDODtFS+MbdsYHosm5+bnLeZLb3Xr3QXonzdbmffJkNa9eYQCIXxaHQhcuJRPT2Y23AJObzDCmca9h1CW3a3p2kSL7N5qiiUukt1nyFZ+T+9dsG0ct7TyRpmm/NdZfrH8t8GVHy8lkE+ylJcIet9oqU5svwpnyFpYQAYWD2r3Kv+3fmy1Ak/0h6kuCeiO8KK/w/+AsC8VMqsLsMngAAAABJRU5ErkJggg==) 15 16, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur159121 2.4s linear infinite forwards;
}
