@keyframes rwdcur53279 {
0%,3.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADqUlEQVRYhe2WXVCUVRjHf++7H7CxS8vysSsirCwMKiiGCFHgTJSZTTMyBTiN2YUzjFM23XWZM3JVF11RM6XlRTVZoFZjUxfVMikVRKNDSsuaqAjCsh/w4rLf70cXDTcyGrQy3ezv8rn4n995nnPOHMiQIUOG+/FUv36tlxCWVVr73sGYM0syehBBKELT3sTdfnytBJbvUDR8gm3HJbtVz6wk82jODx8M0lcNwi6Sqf0MvHh1bQU0pV5IBFlvr6LQlmSrRWAkVv96LCFDaMTL7jN7UbR9BC4f4fIxdQ0EtLgW9XHxLwdbnBZmTNnUby3FOxWjxCmjxRe+uzQhADzPrrOb0ctP4+78/L8KiMsq7vZPScyfJDBIQIpjyZlnU56D6jKFinXjuMoKyS6ohLxNReRtCNSUGU/RevpLAJpPla9WYPkhXGLPtz2ivfG1uoqHKXcOYA61koirRG3PEZg/x3RoBrOpkPHbEhGfBzSmSQSK0dRXcHe8n77AE31DmAoasG2jrjJFjclBMgaqAjF5I0RvoK/6mpnQXry3o+RbdKwz3iI44cEzLRzmxxdWdHOWj2CJ/o5G4qHPCAxj1BeRNPegKhCPQHPbDWx2MPv3UWI9SKNgx+UIoDPlIxZu41DDFXmlHbi3AIC7/QBGqzTsnWc89CrW5p9Bg4vfQFgCaQ4S176gZlcCq1SOozKITpORMX5Ea29z+gItvSKRyVtK6ArDXgnF8iGuHaBpsH0PiAaQZdCJEIvAolRASC3j42vtMtmMpS9woVPF3VFLLHA6S51j7KeT+IJvoaow6QFBBFcd/HEetu+GPGkj5cULoCT1JHSl6Qssoam/JiJ3GPLMMR5+A8nYiqgDowazHhAF0BkgOBFHFCwYxSSo6gGAru4HIVBpfpfw9TE5MMpNX5TEnQiaAk0vgd4CWWYY+goQNHJN3yMb8kEQJrq6KQXq0hc4/mwSd8dmlNhANKGgFg4Ssx7ht/OPEQpC5U5YXwUmx2GC4TbQZXOoybsBeBnw3y/63u/A3bT0ihjEBXJdZkNuKVucFoILKVqcN9EZf2c27iKeepxJXwBzbBT/rP+Xtrr9T544SvzBCPwjkY1BGOUhRwnxoJH8RzBnaSzKJoRUmNIcH1azDpv2p7+hoKfp7WMj1/8tcnUfjgudccDFM2ccqGqpPTH4Xm2B5E8php7+q7nFO51T1WX6czNhfe3ZOd1IcCWRq+vAXXR1owcqgKkTR1lMJytDhv+NvwE8qWoN9XiCUgAAAABJRU5ErkJggg==) 4 9, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
}
div.testarea{
animation:rwdcur53279 2.0833333333333s linear infinite forwards;
}
