@keyframes rwdcur194133 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20%,22.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADqklEQVRYhcWXv28cRRTHPzOzv85HziGyDUbhh4SoKOgiUSAFlFBQuApUwQ0KFIgGKJPKAoQUIiRSIbkJVAgJKQhRJBRxRcG/ADJFEE7k+H7t3s7uzD6K9fmCbMfn8xm+1ent23mf+755s7vwP0sBXPk4kjisA5c/K9R/CRAAxCHMzcGpk7B6PRLEsPiCw6aQbtY8F989HjAN8NKL8NzTmoGFQMOJGY8W+OsPRdoPAMO3X0dyHAABQCcD266II1AJUEL/fv2HnXcAJMlxlN92AAyIwTsIS2guKKoSkgYYDf0e/PiT59pKOHUXNMD6uqLTdvTTOlg56A3q376C9z60zC/ExK0Gl96OZPX69NqhAWzhSPsKmws6BNsTeh2Io1FiqzXD1oYjK0PiyPD9jUi+Wz06iAJYu9MSRIOqAPj1ly5PnY64tyEYHVGZiHYHXKmwVnj19YysYwAQ69AhXFiebEoUwO1bLQHwpafRNPy2NthJ0FoxNw8ZMffWPWfOerSKSbtCMfDIoKIQhS08iOGdDwaHAtkz+dpKKHOnTvCg3Wdu3uCdZ6YVMLvgAXB5SNqtsJnDO3DeUBYepQIaoZAkwluX8rFAgr2CTz7RxJVQVYK1kMxCs6UBT2lh6+8CW2wnS90KX0FgRmvcvNEQgKXlRzuy78Ufvnm8boukxCcUehs16xg2Nxy+MiQJxHEdt0XtThwZIuNJwpqmKoVupljepzX7Aty+eVIA0tKTNCqcd2QdQ3dLyHMAT5KYHQAAa2ugSI2Go5cr8tyT5yGDrNz1rNH7AZxbaqu4qehtOrxTKAl3rgVGEZg9uwdAnivyXHG/rchz6uID4ZnTj+3K3X8VQIzw7PMJf/6eE88obObIcwPIztFs7e77SqDf1bhqFGs0FMvvP9jl+CMBUBViNHfvCkGgCXS4s2jdhlpJUjE7W8OkfYXzglQhUPLRlXSyTTjU2p2WiINbP/tRwUiofIU2ow4uLsqhzwA4yIEhZQC5HW0sXwo1u1BWdc3Lnx6++FgARQFR9O/YsOhQV7/KJn5Z2XcKhjp3vqvEwdKFscw6tMZatUw1NKqDEyfQgQ5AfSakXeGVs+bg5ENqbF+LgT846TgBHpYxIyc+/7J3pLflsVoA8ObFTDVbmtfOa8KgIgymsycO5UDUqHll+7ZgCoMxtgNQjyTAmZfLo1eeBGCoXg/iWPPJ1d0Pl2MHKAYVtucIw8ZRa08G8MZSX7XbGl9sTgVgIn2x0pzah8k/Z8WCuILFt4EAAAAASUVORK5CYII=) 1 1, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4ElEQVRYhc2XTYgcRRiGn+qu+elJwv75AypsUCIIJodASA6iBw9KiOLBqCxoECGXxRziomDMihsjRtdjxIsXcxHFWy5qwIsnPYgGMXhI0Gj2J7vZmZ2Z7uqq6v48dBxd9n921/jBMHR9Vf299b5fvd0N/4c4M6plZFjLraitAXxWXIwMa9k5CFGkeOllp/4LAArgi3P98v13dXwesOteQZeDzoQkEdoteG3MbwmgACCzUKqE7BwsBr3NAWg1FbMzcH22YGfLAHgv9Pb+M6jLAfUGzNwQmm2wDqKowplRLadPbC4QDaC1orcHQDFzHXwmzNXBe3jgfuHo8W8Az5GhJwB461Xkzfc2RxIF8NnH/QIQlqGEohYF/Hipzh19cG1K+OGi8NihHgAmr0JPLSGxnlfe2HijBgDtJMB7IbPgEC5dnuP4sef59Qq0YsWu+wJm/yiYLynBO9CB4oO3SxuWo7ODcx/2ShgqtFbM1Ru8eOQZSgMDnH3/I3r7ilORGqEcgM2LRnWZIvMBPpeu2Vhy0Z8/PST9AwNU77yd859+QqlcjDsLcQqhVmResEaITY5JQ3wumEQ4cXp9vREsl2glLZif59BzL9BoFsUBahWohEKtAtH2gFo1INR5Z93JkfXJsiSAu/d8qwBia5A0weUL82mmSLNio+WqIooWbnpkWMuxo2s7rssyECfzxK02SbPJ0NBhjCmmZhIW/14wVjrgdLAQRLm0NvNaUa/LP++XarlGJdrGhS+/AljEhogGYHraYRLBpIokKepaB4ECrWH87NK9oVcCEMdxMammFhX+dxgD+x7e3rm2qacxq7gxoWjMF8ydet3KyXfai0AsKwHAg/suKqotRLV46tkDC3KpEcQKxoAzgkjW+QHEc5D8XU95lioOqzAA4DNL6gNI8sIHKiWU8gA025ocS2oV+FLnbjZREHpsHgKakdHmslKvCiBN0wKIyzn49B7Of/4LUVTkchypVXgrPPLofFdGtKIEALt3/66s8/jMksSGpCmkRqhUFaVQ0IFCl7t/JKwKAMCmhjRNiU3M44fvIZcSSaLJssIiM7sqkRsDsHfvhHLOYVND3Cr0d6Z4KDlfKXpkKwEAOJuRthQzE57b+gfIcZgUErPC+dxMAPsPTKtrvxmuXkmYmHQElDo5a7sHsC7xpqbKNFoW7zywjUrYRjJhFUPdPACTMwbJA+Am7RLgMjg1vrTJrCXW1T1j79YXFlIRbiWPXkOs//zkKeWbLyhRJWB+eZNbU3S1enxsh/T0ZvT3VYl6PAef7M4FoRsGgLsGQ3r6QiqR67buxuPC1ztuycfspsdfzy7NRiGzJ4MAAAAASUVORK5CYII=) 1 1, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
45%,47.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC30lEQVRYhe2XyWsUQRSHv2qHTE8SZ1TcTh69BRT8A1wQNwQPRpCgISQeRKMgEYkaxBUV9OIGCkJUUFwOMQdBUHTEf0A9evIommViurqql+dhOhMVh1kyRg/+oOhqeF311XuvXlXDv6DnTxbK35rbAYhjy4vhnAw9VrMO4gBsbC+owBda01ki7+KsQjhTnSCENWv78L0Ck1+Oy8NBZgWkBCDiEEcTKGWIZZRNm/fx6eMeGbo7HZaLpxw5cijVUDBVAgh7JTKgIg3A2LjhyaN7AHz+WjTzfFgwrwWAvoEJ9etg9ShVIkldUQCiO0R/E4afPsCZA11d3Rjjceb8A6Ioh9scMjHmlB+xRv12FSJnBNGJhYXIJ/Y0Aydvk1JZMhmh//R4QzxQZilLQC0FNR/IgZPFmTufsxf20ZQukG0tNGJuoIwHAEQeCfhMNwMyCsoyeP0SLW5Me3f576tV2WC+e3sbWADMS1qu5JHOvf0A3L/lzHhHlAUY+TrCicMdyeRTILkEJMP2rmNMesLNyzOrnmUBhl5+wAYOkOQBzQmEW4IwPhgN1y7UD1FVDEXeC4xTbB4wlvR9rp4bwElB2oWeg1JzTlS1oZVqU6WV00yxnwZc9vcfJe1CKqXqyokaKko6eTYlAG5Cl6H7QB8tbkyzK+Tz2ZogqgaY9sKUprwASBPbO3shU3zN57NSrTdqqqlKrSob48jAyhU9FEYmAFi8rJU7t3IVIWou6kqt/y3EeEFhbczSRTsZ/VyE2L2ncrmu81T5oToCetSivRithdBGtLpbWLehUNWOqAtAqV2qCADiCd8mYzwvAiCW4nP44drG58DPEL1KPI3WBmMFYw3G93+yqeZWNaOD3WkZUCNjHlprbBBhjSUMPWLxQQXs6Kxc6FKVDCpJa42xBmsMJggIrSWMAra2v/lzOfCjlrfdUMb3kShkjgoA2LTtdUMuKzUp/3yzvHq2+q/94PzXf9Wt79q0LDBHEXBsAAAAAElFTkSuQmCC) 1 1, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC3UlEQVRYhe2Wv2/TWhiGn3Mcx3actqkQEgXpItDljqzMINgACYQELCBdmKAwwXD/ABauYKpYQEioC0OmIBbUAQYYEAIhxG8EuiDopVBwaJ3EcXw+BjdFLUkJaYCBvosVH+u8T97v83cMv1gK4OL5gmTsBkldqBvIath9IFQ/A0AD7Pk7UABBWSgH6fXDy33yMwDm6MrlvIj8IxINy4eX++T+rR0/HEJ/fcuA+eJ7bWzLD4X4qs6loi/btu4lDCr8/3aah68uza5t2yo974vM/Buul3rYdmPW3HM9AMbGkBtXI54+8xi9ON0TmJablIq+5AoLJ795c6UnAC16ALbvClUw3nIJABNpiqP5nvRGexfg9ZOF/+SFM/6iIdo6HD7giufByiGL9Rvm+lSCLBNvYgDsDPQtM+zcXe2qJG0TGDlXJZ/zEMvm7m2NifSMuWLiTUzSSKGmQpia1Iye7S6NttTHjgwKwNp1dd5P1PD7PVYPweQ7Q1hVZLNgW0KczLw1VuqfZBSHjnY+xtsmsHJFneUDYCLw+z3CSsh/4xAnisy87U0MUU0R1RS1KRj5t/M0OiY9dTLtehUL2Sy4tg06phal67YlWBk1+9vEkMvDwW+k8V2Nc+pkXpoAAK6TXguD6TY6mwAQftKUgy/PLATx3Z17+oQvTQCAP9aAlQXbmoFwDJVAUf4I5SBNQtswfLw1RFevTrPGrgOOB0NrhKiiSOrpKNeOIRjXTL4zRDWF46blsTOw/9BckAUHUTsNHw+V66QzAODRHcXje1CvKmpVwUQab0DI9aXmkD7bLNmiASCtq+vA6j8z1OswPa158EDRSAxxIjg5YWAQcn0K11Vou/VX1qIPlAtnfFn1lzD+QvHiueZT1bBxEzi5NIlaVWgk7Sdl1wk05fcpLFw8V5HPW/R7mpvXFSbSaMeQK0jXY7pjlYq+lIoFmT+ASsXFH1Yd68rl3hzPS1rSkn4/fQaESht/7gdqqAAAAABJRU5ErkJggg==) 1 1, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
80%,82.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADsklEQVRYhe2WTYgcRRiGn6runv7Z2c2uWeK/kKDRixdRCRiQsAZEIbkkOQgR3L1EDISAEMLiSXLQqxH04kW96CkSEQ25BSVILoKKh0Q9RN242Z/Z2f6rrioPNTu745idnVk3AfGFpruL+up96/2+/rrgDkMAWHvWwj3AvcAwcFfrnvDV59vJUzh4pCG2QoAEEOK4gBx3rUBvBV8X/M7XFFgCwta7B0BZ2tshYAGIcC4026Nl7lOVW+fGGgHzLQGdOP/FHADHJmnb8N4H/Gv10F7I2mnrim8bMAqMserIPK9OHWoHJb7Ar8HbZ+2mhawR8Jp1xGtFgEvNIq4+FsDc4NSJjxiKLcOjgiCCIQmTJwcT0xHUKSLkzBuvM/3mdEtEE9IlFhabCKtRuuTjDy9gEIzVJdIzGC155YTuS0inAH3UIhOgzrHJdwF4Yk/Azu2KrISn9jxD4EtUZUjTAlMaoALgm6+/BUCGHlFkqEWWg4d7u/I3B16wUEdndbz4fd55awfhmCNIZMbItoQnn36crClIG+mauArpa2qJ5vsff8KPunkPHDD/KOaWCk+fHLOqMqjKww9g4nnXpHbtfJT5G4asofE9Qxi6jyNMNNGwoVrTwK5d+7WnEL9rxgqk5rHdlqu/WJ59rkBIKArFzB85jTlLmVXUYw/Pd4SBMahSu96lIVs23Dd8PwC/LV1vL3vuU2G1BV0IDh81Yt0cXfzsYXv3Lt3eTWMuIIkfIm+6tAzXPZIYfE8Rj5h2XKEs+WqGMCVUxjmVZr+TLrpnrdZJAcCVKw+0m0+6CI05S55b8hykLwGIawbPS5Be1hGrSos24EnQBpRy84MgohbAD99d5dQZu74DAJcv77CVkhS5ROeyPZ5VGq0sKlMYHVNVBUIEAESthhpFgjx3e8hzECLkpamfN1gDLTQbBnD2xqOr415eI081KoOqKigKC5SEoQACokjw4qHr/X2Gt8KX58dtNCTxAkMQSJQyFBk05iXLi5aisEwdnx2oE/Z0AMAPwQucC3kKy0uS5oKmLCwPPpL3iF4fsvcUmNjvdldk0LhZMTdjWWqIlu1g7ODnhQ0JWEGRSbJUUCnnhictlQrZt6858F9xwwL27p0VYeyI/UDiSYs2guZ8OSi3W6vfgDixgKFSMDJa8OfMpvj7S8HE/lmRpQKrBUkdqlJSbK4G+xMAcOTlm0J4ljixeH7fBnZhoBXixFKLJMaUhN3HyNuDixfG7blPRrbuvN4Lly6N3zny//Gfwl8PeY6ERLpXbAAAAABJRU5ErkJggg==) 1 1, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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87.5%,89.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur194133 1.3333333333333s linear infinite forwards;
}
