@keyframes rwdcur238910 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 4 5, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 4 5, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE+UlEQVRYhc2WT2gcVRzHP5MsTeftxp3dadTuzvZP0p2kCMVLKGR7FwW1CBWaVBTsKfVQaCl48eAx9ODBRpAE2sPSoiIWgtCbRFMUL95KEhNLOk3aJJtsanYmCU2eh9l5O7ObpK0Q8QePeb/3fvP7fn9/3pvRANLdjFOVpd/prNfZQ4mluxk/e8dX/hiCezB+/Ay8ft5fu/kG43tJQoNaBo6fgZcOwZMZuPetb7DXGYhIupvxN28xHi7BXkvTfwX0vyUQ2yvH74IM5k3xOFuVCgC3q333wgS0mJBSAkjY9LTtbMKgJ8IbVfCqyDCJJvCbL93N+MlL/uLJS7W1ADyV1LE7LD7o60WLCRms0yykFhOyv79f/iAlRhU8ucM4UZ+d4B44e8c/futfYj+Z8fWzd6KXFIDjPIxEbWXbALh27RoA1/00sVId9ZKs0yP3AMCA3WxfmdicCPTgHtBiQmYzJmK/TtZq56fRUbKZNsT+Fty1db65dZNqjejp6QHgMy1aqQD8Z2q90FDLob5meb64uW2NtZiQ+XYLz/MA0HVd7U1MKM6MjY1FiITJzADlEIEXakIjGcfzXHRdRPbK5TK2bVMulzEMg0KhECHT09PD51JyWtMw6vwqAkN9zRLg46sfAjckQH0mEqKlARzAMAwFDmDbttorFAqMjY1RLBa5Ddo7oQaEahqG+pqlDwyb8ws0v+w31vDlG4qEFhPyWMchNLmFHm/Fq/wdyUA9ibBNUJ7+/n7VrBcuXGBwcFBrCiIdvnyDzfkFRaIe3GhtAcBd26C0WML1NtDjrSoDerw1Ah7YuGsb5Du7SKVSANy9e3f7EgRyfeBHPrryFgGwSn8iAcDhT+4DMHbFXxf6voaMlBZLOA/uUxjw9fnhLhKJBF99fR2AYrHI4OBgY6MHfTDU1yy1mJBW7rBMmabUYv5lk+/skoUBpNySEr+W0rbthhHsyS0pCwPIfGeX8pEyTWnlDssguEgGgpSfL25qWgwpRAsVd1XtLy0uwHAXpxpPr0p9OBOnrmo8HupkubQQsROiRc2390T1zHdYLCyWACiveGovndQRQqh7YGrqPh0dR9QTwPM8XNdlKfSekfTt2w6YTE45yKeutuOFk07qmAdMPNd3sOq6lFc8/6VQbwRkZmcfk8m80gAa2BtJnYTwj7AudEqLJZZWvN3/BzKZoyrKNtPESOqqMY2kwEgKllY8nLkSW1oMZ853mk7qpKvRBuBtpumD6zrZ7FGF8UL/AwkhVCkSIoEzN6+AwrK04mEdNFUmgsi3k10zkMvl1Hxy2sGZK2EdNCM2Ir5vVz3zahpnrsTktKPWLKvmd0cCQsTV3JnzG9E6aOLMlTjX2xuxNU1TjbCc6+1l9tESxzqsiJ+w/11L8Nuvo0xOOw2N9+DBTI3cbO3Ln2+3WK1s1Pacml0gfiZGlb5rCQLwQM/brzXYfLHlqjE57ageCUdrZY+oeSrZEinHczXhyMiIfPv0+2SzllrbL/xaX2wSfPfU5T25haU14YRCujj6i0/AOuQ/MykqFTfie8d7AIhEH5AAVE3/nKpFEpD43v++8WlnHgDPXVPZyLfn8NZWqVRcllfWdycQBq8nUU/Abvd1t/qn5Fav7+XyOn19vTiOb/fQ+csntbaKM7u8HfSzZWRkRGoxIYNnLpeTuVxOmqGP1vMMFey/o1GTsLPtsvYs+Qf5s0n4XCuaKAAAAABJRU5ErkJggg==) 4 5, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 4 5, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFBklEQVRYhc2WT2gUVxzHP5MsJvN20113skp2Z0UTd1V66UUKroi9VFroX7A0iaCgUtiT0CL04qHHYKGXINgI6SHEYGmpBqHQQwlGKh5a2oMlaWIwk6gxu9ltszNRjK+H2Xk7s8lGKU3pDx7z/vzm9/3+fu/3fu9pAPH9SKpSvI1WP2YTJRTfj+z+3h38MgB3QO47Cq+ccueGjyA3k4QGtQjsOwov7YA/78GdK67CZkcgIPH9yDcuI/1bsNnS9F8B/W8JhDbT+HsEt/Jb1ubTv0rgHR+gBMy69bdBasB3PiKBU/DqxzXlW5+73+JtNC0kpJSgaSAlsGqv8SSfz8v+/n5OaBo7gGgDkmXgVx+JtXXginscvbnhI8jwA4PDr73ueiYlQ8OXpXxaJdEsZP6jE/T39wMwKCXnNI1yFbCeSP04EAGAvmwzZydWlcLSz4KtUZ12wyCZ2oVpphgavox8amtaSMhUMsHc/CPGx35AStfMgQMHADinBQPlgc8As9UohKCu2GTrK59NsYRcKlvYKw7zc3c5fOgQP46NyVQygWhtIZVMKFCA8fFxAD6TtRw8p2n8BuxYLwJ+GehtlqeGVtetflpIyEynieM4AOi6rtZKpRKxWAyAiYmJABmP3IeaRitQBK55ObAeUCPwWDSM49jougiseeDeN5vNqrVcLqciYlfbNZ/jqhAN9DbLgd5mefL8cdWvJxERLei6QA+3Beb94H7Rw21ks1lyuRxDQ0NclZKrUpLP55XtkAd+8vxxAFYXHuH14avAdrSKCLoIUygUABCtW1QEOlJp7s/NKhL2yhPslQKGYZDZsxeAmzdvBnIFfKEY6G2WJ86+qRYG+65zeqSl5mVbC+3btrPt5O8AjJ8FM70ToW9BD7fhVP5SurbzBGt2hlyfO164tJfFhYd0d3cDcOHiIN4xXnMXDPZdV/1UR4JY1E20SCSi5m984kbQmp0BCID75z097/8LFwcZHhkh1ZFACwkJviR0Q31det/TIy1kulqo2Muu0fsFdneFWbi0l4MNngj1kTh4XuPBl1mamtz/PRGiFtmGjw0tJGSmy+TRYoFS2T128aiOECJw/ACmpmbo6tqpvn5xHAfbtilWbcSiOol2g8kpyy1mjcDjUR2j3cCxHZZtW5FoRKQevB7YA48IgS50CosFimVn4zqQTO5ifu6uGpfKDlJCsewowx6ZZHL7uqDeJRaL6oR1HV3XSaV2UVh0t+SFC1HCMIACSyUvlG4xKpaDgB4pd80XdsPAtu01djd8EaXTadWfnLYolR3SSQOAiIhQKtuYySjxqK6amYxSLDsI4RJMdcQplR0mpy206o6bZs1uQwJChFXfy2Czw8C6X+BYT09A1zAM1fxyrKeH+QdFdneZATt++xtuwa2fxpicttTV683Pzt6rkZsvQ/X2z3SaLFee1Nasmp4nk9MWMKbGG26BB+6NM9mX1+h88cxWzdsmCHprpnaq/tZoS5WEKy+UhKOjo/Ktdz8glaq98lqFew+caRJ8/dTmffkMU2vC8rl0ZuyGS8B0XwFmciuVSjARG9YBIOC9RwJQe/rHVM0Tj8Q3msvg0z0ZABx7RUUj05nGWVmmUrFZKj/emIAfvJ5EPYFspzu2qw8Vu1q+l0qP6e3twbJcvTnLrSnOyjLW/NJ60M+X0dFRqYWE9L7pdFqm02lpGIbUQuKFm3L2n9Goid/YelF7nvwNhSZNDGHuvBkAAAAASUVORK5CYII=) 4 5, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
}
div.testarea{
animation:rwdcur238910 0.93333333333333s linear infinite forwards;
}
