@keyframes rwdcur98657 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEN0lEQVRYhcWX708bdRzH33e9a6/X67WU0hYopZQOKbAGaycDt0yBzG2ZaBAfoEENxBiNMUZjFv8AE5+bPdEYMn/ELHs2nfOBiXGGbbINtgKTUX4VxijQtTco1x933PlATOYDSXo15f3wcp/X55Xvfb7fbw7QEJIkPwTQ+/gzmuF6jGbL2YJZWgQATHf19J/neNubACjOUn4q8HTneZpmpgoFUVq6K4oiHjx0lAp1PDf8288X32EctQ2siWciVy7eLpSl0yIAQKAZw/FnT/ZaLK5at0xzWJ2fTK1EJ74CsFYISOsnEFJrcVGWchQAQdnZoVaiEzMAIoWCtApAkvPTW0JS0ZE6ZLe3oMg7s1o4mgXuRW6eiy/HGNrIIhWP6VcXpr4sqQCATSGZEKCoJEXTAKAvtUDkzuiVsXw+Z12OTowBKHgHFCsAiqL1tF5PplMJEYBQcoH7i9Hhe5EbIClyphhOMenofHFABXBYK6CoFQCQTibiIgBOK0DH8bbPjSa+LpfZNu2C1guoX4svzx8FcBnAgwLqGABHAJwi7FW1fb5A+MKB4GGsxmbWVxanI5n01tLSzO1vdl++CiC/B8yKvQdQD6ADACrrmwcYo9nLmMxWb0tbKDZ1AwQAuOoDPUdPvDpc429mpFyWFdOPsL6yAJAklqOTNzPpR0I+I84vzk18DwBGioqIopgMhtteqnBWD9269vu0kNz4mGVZWyYjB0ED7rqmfr3B6GNYs7XS1xRWVRU2lweMiQdJG/Kp1Rh1/dLXbxP/aLpqG37oGfykWwXSOooGYzKTgIqsuG3T6fV4uBpDdHwEiiJjcfLWt6nEgzNdz79w6cxnX7R+MNg3eXd85KSl3PmpJxB+naJo1AXbUeaowY4sgWbYpKoCGXFTUSRJIXQ66/Ufh8fm71xtJwDAWeM//VT3y+ec7npeUVUqk97Ew3gMBKnDyuzUWFbcEvI5cXEjNvcdIIP6ewUS/qbW3gpn9dDU+B/Tm0LiI7CsjZDlVhoU7B5/P20w+gysmXfVNYYBoMxRA8ZkBkmS2FiKJv4c/eUNosLj73P7mi94AyFEx0fGstubQjaTXro/O/n4DGSLnIEjuzPwmsFo9hpZzuoNtocWJq4BrMV+1lpe/T6ATgDsHqD/ymUA4QJrmN1+72no968EG1tCWwC6tQKKPYg43lrGAUjvi4Cjyt3gqj8IV21gaF8Eqj3+ocbwMagEGvdFQJKkrJTPK1yZgwXAl1og2Bx6JkRTesF9oCUEIFRqAZ632m0EQSiyJAF73xf/v4Av8OSA3VWTzeUysLk8+cq6wFslFaBpfRPHl5E7sgwDx4OkaH8pBXhLuZMlaFpWAStJ6uSq+pYGAMFCQZr+DQGEWtqOhWJzdzH660+jZpevsbzS64DGnVBwCII43nHiFclksQ8C0HMW2+knDnXlALxbKOsvvrZ5ieB229wAAAAASUVORK5CYII=) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEQElEQVRYhcWX208cZRiHfzM7Mzs7szO7XVh2Oe+ydDl2XddFCmmjAsG2qdgQvECDBxrjIcYYjWn8A0y8N73RGFIPMaR31VovNMYa2kpbaBeowHJaKOftMoVl9jQ740UxqReS7GDgvZx87/M++eb3fckH6CiSJD8E0Pn4N5o1d5gEy/mcWXoEAIy3dnT3m0Xb6wAosyXvVM3TLf00zY7lCqL0TFdVVT7ScJwKND/X9/vPl95hC8q9HC+yoauX7uTKMugRACDRrLH92ZOdFouzvEShzVieGd1YDI98BWA1F5DeXyBtrK7ISiZFAZDUbJZaDI9MAgjlCtIrgIySHt+SYqqBNCC5vQVVyU7p4egWmAjdurCyEGFpE4eNlQizPDv25b4KANiUYlEJqkZSNA0AzH4LhO4OXh1Kp1PWhfDIEICcT8BeBUBRNEMzDBnfiMoApH0XuD8X7psI3QRJkZN74eylmlte7NEAHNUL2NMOAIjHoisyALNegMEs2j438aI7ldjmd0BrOfSvrizMHAdwBcBSDn0sgGMAThH5ReVdFTXBi4d9R7EcmVxbnBsPJeJb8/OTd77ZWXwNQHoXmBW7B5AB0AwAhZ66HtYkuFhesLrqGwORsZsgAMDpqek4fuLlvtLKOjaTSnJy/CHWFmcBksRCePRWIv5QSifkmbnpke8BwERRIVmWY75g4xm7o/js7et/jEux9Y85jrMlEooPNFDiru1mjKYKlhOshRW1QU3TYHOWgeVFkLQxvbEcoW5c/vot4h9NZ7n3h47eT9o0IG6gaLC8QAIakvK2zcAweLAcQXh4AKqqYG709rcb0aVzrc+/cPncZ1/4P+jtGr03PHDSkuf4tKwm+CpF0XD7mnCooBRZJQOa5WKaBiTkTVXNZFTCYLDe+LFvaObutSYCABylVaefajtzwVHiEVVNoxLxTTxYiYAgDVicGhtKyltSOiXPrUemvwMUUI92IFpZ6++0O4rPjg3/Ob4pRT8Cx9kIRfHToJBfVtlNG00VRk4Qne7qIAAcKigFywsgSRLr8+HoX4O/vEbYHGVdZVVPXHTXBREeHhhKbm9KyUR8/v7U6OMZSO4xA8d2MvCK0SS4TJzZ6jrSFJgdvQ5wgu28YCt4H0ALAG4X0H/VFQDBHHvYnXnv6Zj3r/L5mlq3AbTpBez1IjJbbHYOQPxABArLvNXFh/0o9vrfPBABT13dG+09b6u8xV55IALS0qw08Wv/XGZrHXh0GvZVwOeta/An4ul0foknACCw3wKiaC8uYSx20cDwHHa/K/5/gYqaJ3uKyquTSlZj7S6vUuiu0RVE3QI0zdTygpVUs1nVyIsgKVpXEPUKiJY8B0fQtKJCs5KkQSny1HsB+HIF6XobAgjUNz4TiEzfw+BvPw0KzorqvEJXAQBRJy+3IgiivfnESxnekt8LgDFbbKerGlpTAN7NlfU3rqZ9fI33GEoAAAAASUVORK5CYII=) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEP0lEQVRYhcWW708bdRzH33e9a6/X67WUri2Flv5gsPKjYi1jEBYVyNyWiQvBB2g2DcQYjTFGYxb/ABOfmz3RGDJ/xCx7Np0zRmM2w5i4wSwFK4VCQSg/CnRQrj/uuPpATOYDSXos8Hl4uc/r88rn+74fgIIiSfJdAN2PXqMZrkurN1wumqVEAECko6v3KsebXgVAcYbSs77j7VdpmhkvFkQpmS7LstDQdJIKtD47cOv7628wlspqVsczodvXHxTLUikRAJCiGc2pZ850Gwy2ygqJ5pCIhTcWomOfAVguBqT0CFIby0uCmM9QBVlO7YgitRAdmwQQKhakVACilI8IQk5mdEZSlkTI0s6UEo5igT9D967sqGSm0n+c0+gM6sTM+KdKOIpCuFubk0M/xLJrSSE++pMdAKMEongDAELDt29Fcukt42I0PAFg5KAFoNEZeEJXas+IkgwgdeACifnYQCwaIVUUrSiAj6Na21+4WABwQilgXxsAkF5PJgQAnFKAiuNNH2t1vDuX2dbtglaK6F9emo+dBHATwGIRfQyANgBnCbO9ssfjC1476j+BRHxyZWE2Esqkt+bmJh98sXvzHQD5PWBG7B1ANYBWACjz1l1gtHoXo9MbXfXNgfj4byAAwOb1dZ08/dKAo6qOEXNZVkg/xMrCDECSmI+G72XSD1P5jBCbnR77GgC0FBUSBGHdH2w+f8Ra3n9/6JdIan31fZZlTZmM5AcNVLhre9UarYdh9cYyT22wUCjAZHOC0fEgaU1+IxGn7t74/HXiX01bZfU3XX0fdBaAtIqiwej0JFBAVtg2qdRqrCXiiI4OQpYlzIbvf7mRXLzU8dzzNy599EnjO3094YnRwTOGUuuHTl/wIkXRcPtbUGJxYEcSQTPseqEAZIRNWRZFmVCpjHe/HRiJ/X6nhQAAq6Pm3FOd569YK7y8XChQmfQm1pbiIEgVFqbGR7LCViqfE2ZX49NfARKofzaQrKpt7D5iLe8fH/01splKvgeWNRGS1EiDgtlZ1UtrtB4Nq+dt7mNBACixOMDo9CBJEqtz0eQfwz++Qpiszh5nzRPX3HVBREcHR7Lbm6lsJj3311T40Qxk95mBtt0MvKzR6l1aljO6GloCM+EhgNWbLutNlrcBtANg9wD9X90EECyyh9md95aCef8pv7+lYxtAp1LAfl9EXInZxgJIH4qAxV5Rbba7UOZteO1QBMod3v6q+ibIslx9KAKiJGbz+ZzMGc0sAP6gBfx1gbYATalTFUfrAwACBy3A80aziSAIWRJFYO/vxeMX8PievGC2ObK5XAYmmzNf5vYpCqJiAZpW13J8CbkjSdBwPEiKrjpIAd5QamUJmpYKgJEkVZLdW18NwF8sSOlveaC++elAfHoCwz9/N6y3eY6VlrksUPgkFF0EQZxqPf2iqDOY+wCoOYPpXE1TRw7Am8Wy/gYoP4A2dr7CFQAAAABJRU5ErkJggg==) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur98657 1.0666666666667s linear infinite forwards;
}
