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0%,3.025%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADCElEQVRYhe3WQWgcVRzH8c/b3WyhllJqqYFAWupNCRTRIt68VLvUSJCRHrRIL4K4BBQV8dSLSEElLioILVo8iHOotJJeCsVLIaC9KNqKaCtVsEgjNQSJ2X0eZrLdnUwT3UQP0t9lZ9/7v/l95z//938TtHyDb5FoWrBWJXZjEvuxFfM4jxY+kVrsDQ9aYn49jYmBIRJ1pBi3Bb+VRv2IfVJfLw1UeiYbOKGlPqD5KTXjnsEbN40cxVmJu/oAwnBQ2VFZC8TravZ6ERvwbHf8Kssyuh2nJWo3AKrBUGNoMIjEZhyyHxFTmHcSd0rdgdvxUmHVKMa7AGuEOCjYaC8+Qsc5PCb1PUjNSR0pgZjsA1gDxH12oo0fwFSx0nO9o/917F4GMCDERhtkmy3TldKo1Jz+vbGpFABUqTVqfxfimlnZm87udn9pVGKXrABvrCsDiHlbCNWg2qgKO8JqEKf8gp+wB7wgMVowr+HNwrpPlwHEbk/KrkM1qDVqq0FM45KTeBLbDGNG4jmJByQex2fyqu/RFHknrIxU1CfqXYAiSGxH7em2eDkuGfZ3zMRBfGCfrAF/iBl0SvK19PSpR/oy0GtaHAvVoNKo3DwTqeOYdBrH8BDew5FS8zNIlv4ELTGMBPWJeunT9/3mmXDZSpk4jJ22y46iC93ZebyP56X+KAUoMy+CxHbUme6sBFHBw3g0R5jDFzgudb2Yji7A0MTQiubFTKwI8Q9UKw6UGbbPtcXzy2skV0N21j+9ZoDuE85FnWsdldG8RqvdkCv4ruQ+M4OY9wF0za9HiycW+Z1wILCNcHcQP49EVzU9OKhZmfobUY85dL7KNnLYFNgF7tFy778CUDB/BZfixSguxKwrjoWl0Oa6A8T5PvOXNb2Kd/1JvJAX3wi2gANatq4rgFm95q/lc8ewEL+MYoxCCIyBOg6tL4Bl5jT9io/N4ue8SDd3Z8fWC6Am+1K5qOmtkvm38UQ8G7lNduRmOrpeAGHViJajeEqWrTOY0szO8v9OLcNa+Ua8pVv6v+kvZGgtqdowOG8AAAAASUVORK5CYII=) 0 0, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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71.875%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADIElEQVRYhe3WT2icRRzG8c/sbqLGUmqVGggkUD0pgaIWpAfBg6JLjYTySg+i0kuhuiiCFvHgQahSUEkXKyL10JP6IhUruVgoIhaCtQiKWhFtS+uhSFraEDVudjy87y67m01iN9GD9DnNn9/M831nfjPzBlXf40ckKuasVIlNeBpbsR6zOIEqPpKqtYYHVTEvT2K8Z4hEP1KMWYd7cAP+xHH8BM7gQanvGsMKLVOUcUhVf4/mh5WM2YXXMYTLKOEZ7MGQYRyVuK0xNKiKYTAI1wT103V6WYlEVclTnsfveFu28JzHOvS7D9vwMs45g1ukagUIxaCv3KcwUrjylUisxQ5bETGBWR/nBjfjRuz2KT7Ek2AYY7RswQogHhMMuB/voe4Ytkn9DFIzUnubEGtxK7JEbcuBXiE2i9iFX8BEZ6bn2o85U7gTbFoA0CPEQEf9bNeo1AwumsW1YE1XAFCkVC79U4jpjvrdXaMSG7HBhuaI6a4AMb8WQjEolovCSFgO4nBH/TmJ4Q7zEt4wgM34HHyyACA276SsHIpBqVxaDmISp1rqg5iSeFZii8Qj+EzBmJ34EheRnZfuW9AKomjplUjV8VLHFIN4DV/gfWyxG9fhnfzrU1+3AbSZdrSFYlAoF5aCOCg/VovqFexFzREkjeZCp/liIA0IIxaD2IfHtW9Hq2bV7MdDUn80GrOreCjoH+9fFKRRjqI4H9Un65xGt2s7UcADeFj2Gs7gKxyUutRJ1QToG+9b0rwNZDmIK1Cps6Gb4fyxefHEwq3JVZa99TtXDND8wpmoPl1XGM5ztNgMOavxsrdrqhfzNoCm+aWodqjGZcL2wE2E24N4PBKdV3Fvr2bd1H4RtZhD/ds6CGsCG8Edqu76VwA6zF/EqXgyinMxO4ajoRFaWXWAONtm/oKKPXjLX8Qf8uQbkv3bsF3V+lUFcEGr+at537uYi99EMUYhBEZBP3asLoAF5lT8hg9cwK95kq5t9o6uFkBJ9qdyUsW+Lv1v4tF4NHI9zjXbD6wWQFg2ouoAnpCt1hFMqGRv+X+nqkHV/CBe1VX93/Q3SJkqPjQJRzoAAAAASUVORK5CYII=) 0 0, auto;}
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96.875%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur256586 2.1333333333333s linear infinite forwards;
}
