@keyframes rwdcur28673 {
0%,10.316666666667%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAED0lEQVRYhbWXT2ibdRjHP3mXdXEmkIxGisQiUmvdyjZHW2bZaU6GrQedHnbRsYtzIqIeBLNND2vnwYEXmQcPwnbxIKiT4mFaCj21dPYyRhHCQsTq2i7r+ifvm/ff10PehKzm3VJNH/hC8uTN7/n8nufh9/6eCBtMEoBR5/IjkcjGx1pm960syQCigaoQblVbAWI0+N4GxMfHxx8HdgFJYCcQDbKzdSYpJql9ampq7/DwsE6dOvW2pP2SnpSUlNRyiEYZiA0MDMQMw6BYLH517ty5ISBDJRtxWpyJ0BJApSHz+fzohQsXXgKqJWkpxEaAqi/m+37NkcvlslsFEQZgSML3fXzfRxKFQiE7Ojp6tNUQjQAAasHrNT8/f3ZkZKSlEKEAnuc11O3bt1sKEQrgOA6e5+G6Ls+9dRrXdWsQCwsLLYN4IIDjOBWA/kGeeKMCUfW3KhOhAOVyGdu2cRyHFRv27D/Io6+9UwNwHKclPREKYFlWDWLFgkUTnt7TjzH8LrZt11QoFP4XRCjA2toapmlimiZWGe5a8Pc6dD3bR/ToezU427bJ5XL/GSIUIJ/P1yA8B9Ys+MuEP1ah65k+drzwAZZl1TJ18+bNs+fPn38xgEg2CxEKAJDL5bh37x6+A04Zlk0orENhBbq6+0gc/ohyuVwDmZ2d/SQ4rJp+dzwQAODWrVvggm+DGfTCQgkW12Hv7j4yRz6ulco0TSYnJ89u5th+KAAALhgOxByIe9DmQMQFz4VD/QM8/+qnTOfLrK+vUyqVGBsba/rdEW0mfpsPCaAjAmkDkgakt0MyCrMzM0xc+5GyZbG6aiIJz/O4cuVKFiCbzf4M+IFKle1sEmCnAe3b4JEdEG0Da/Uuv/5yjeuT37Hdc9m2OEXKMFhaonZY3blzhzNnzmSLxaJ78eLF7wELsCX5kUjEbxhIUlxSt6SXAVU1dkP6dkY6/eV17X59RPW/NaMTJ068L6kzWD+87GEAb2a/UfrAK0ofOLbp4FWNj493NwJoqgSF32+w+NsP//LH4/G1RCKxnEgkVpLJZDGVSi2n0+mljo6OpUwms9jT01MYHBwszM3Nlfr7+5ep9MF9tvFaHqfSud2RSOSnMKBUKlW8dOnSF8ePH58D1gA7kE/dNT7wWVSar1R9rv5631QG6m3fvn0zV69e/byzs3MeWA4C1Af3Qz67PGzICWrUJWmIBnU8efLk15KOSNorKSNpV/CfmKS2QFFJRqDN7S5Y7ClJh+sDJxKJu5cvX/5Q0qGgSduDoM0dZJsA2BnsbABQKpX6s7e3dzKfzx+T1Fc3oLS1PHgAEJPUPj09vR/Q0NDQZ5IOSuqV1BFkaOtGtGDxuKTHJiYmeoIdZ7Ys5Tx4Oo5yfxfbWzEd/wMTJyZ9uhupUwAAAABJRU5ErkJggg==) 6 3, auto;}
10.416666666667%,18.65% {cursor:url(data:image/png;base64,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) 6 3, auto;}
18.75%,26.983333333333% {cursor:url(data:image/png;base64,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) 6 3, auto;}
27.083333333333%,33.233333333333% {cursor:url(data:image/png;base64,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) 6 3, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 6 3, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
50%,60.316666666667% {cursor:url(data:image/png;base64,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) 6 3, auto;}
60.416666666667%,68.65% {cursor:url(data:image/png;base64,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) 6 3, auto;}
68.75%,76.983333333333% {cursor:url(data:image/png;base64,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) 6 3, auto;}
77.083333333333%,83.233333333333% {cursor:url(data:image/png;base64,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) 6 3, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 6 3, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
}
div.testarea{
animation:rwdcur28673 0.8s linear infinite forwards;
}
