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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6UlEQVRYhe2VvYscdRyHn9/bzOzs3uZy2XhnMAbD2dgEAxYp0ihoBAmClWAp+DdYWeUvkNSCVRrBwkYL7Q40kOIkGMGXy+kdJrfebfZ2d2bn92YxYnuzExZT3Kee3+f7zHdmnoHTnOZ/jnjK05nO5euqJ9+Onkmo4n137O8QcUsHkEZczl4037nNzsBdzHIRIvJRVZqfZ6P5nnvPF2FraQBC0stfTh4W11fXwlkDcwcxQqoRs0D+7eG4+NVeCTbunNSl2gAkA33Lv9q97s8rxeMxjKYwKWE6h1wT+8booX3eH4cvTuqSbQBUX9x052TCcFIPhnqXpYWDMX4FqbvyRpMu3QZAKjHAewgB+h1INAgB1kHliNYipOg16moDEGz8RY4qyFPoptDP4UwOvQ50M+Q8EnwcLg3AHYXPzH6ckWroJNDL6k3kKWQJ5k9fupG/3aSr1UsYynjPaHFDxrjh1zNFZkAKsJ7kp0mld+xeue8+gJN90NoDQtIzA33LnFMf+jXtohJSD13ix/6b+b59PwYmjXraAvxXoMSaNGITxWoowg8xMFro/MIDtbggjbiMIA9l2Gp6p08NIJRYS9bVbXXevOs2UocEs1tKd+juzP9yHy3i/8UBBFnnJXO3unbmlfBCR8YYIUYEoB9MS7093S4e2mtAWBSg0VeQDNQn4bWVm+5Spjmawt/H8GQG1hHWM63m8aw4dL+HKv64KECjDeSbyV7x5uqFWBRwNK1/PFKAj7DSQYqEdGu6XfxmrywK0EjFUornYvQwmtXaTQ1IWavYeaKwCCU2Fh3eGCDGOBNT2495Sm2/FJQE56FyiGMHgbINQCMVu2n4Su9Xjjyph/ey2v3dFPIEfRAq98R/vjSA6rH/OPkjlHLs60egFWQGEoM+sOhdN7JH4dM2AI09IDNxtXPRfO3WdeYuZT0B6J35TD6yw3LXvhWq+GCpAP9enemefEfl8o0YGIUifO8m4cs2g09zmmcm/wDvlzx+esindwAAAABJRU5ErkJggg==) 16 16, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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50%,55.455555555556% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur196699 0.6s linear infinite forwards;
}