@keyframes rwdcur246059 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 5 5, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
10%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFMUlEQVRYhb2W3W+TVRzHP+dZ13Zd182OvbBX3FaKkyzEuIELqSQE1HBDRAlcgBdekfAP6J2JXhkTjVfGG9FoSCQYwRiM04XiIHZI6jZwY1vZ1lHa7oXSPX171j7Hi1N0Tkl0K36TJ097zsX5PL+X7+8IivJLqQFOAZqEGsAKJAAD0H1C5HkMEmv/+KW0AjsBF+BGgUwB80AcSPuEMEsJoD1izVE8XCvCuIB6wOmXspTnY1m/YGSz1mw6/arL7V4G7gNZAVFUZOYAwy/lMrBYirSI9QufjI6ebmlt/bCuuhodKEj5NkJsBxICTOCaVGlZBEKbhVhfA/bw5GTXwtjYaEdfH06nk8rqagzIAgEJbQLGJQwBI0DAJ0R0MwDra8De6vHoyzMzdNrtYLNRCdjAjjq8XkCbBocE7Negr9g9JQPIA+w6dqx3wO/HbRhEEgmWwmFSuo4GcSt0A3skbJPq945SAqQBIzoz04cQtLtctKyuEp2fJzI9nTWlbCwHJCQF6BKSQKNfSsdGAf7SBT4hTL+U0brm5kBdbS3fT0zQ7/XyXFUVIV3fsVUIbIrSZaq60FFm5SzC/2f9rQsA/FJajGz2TbumvWXk8zQ7HKxkMjyQEmtFhbm6uhovKy+/LoT4CIgUoxHxCaGXBADgipSuXCZz2ppOv5NIJNjb2UlM15nN58nlcnGX240oKzuvaVoYCKIicMsnRLwkAAB+KR2D5841vtTVNR0cGeGVkyeZkBKrENiBeC43Z7HZbgPvAY1SzY0gyraTPiGMTQGsUePg0NC9ZYuFrX191ADlKCfSU6mgzeHwCyFcEgaBKQFZWXRNlHmZgPFPpvVvezj6w507T7XU16PH46SAB4BhmtwKBMim03sFaAKahJohjUK1ZxPKQ6yoOWLdaAQAeOPMme7D/f03w0tLHNy9mwcrKwTTaWobGshLmRRC/ARcBrYWP25Cwm3UkwRMnxDJDQMU1TY8PDx7ZXiY106d4jegFjW1bEAOeAJYhKgGZwvwKxACxlEpSa4d6RsBAOj4ORSaDmcy9HR3EwOqihsm6iKRBZbAb8LXUt0nrvOndzysCWOjANyIRCbTbnfX4twcXo+HBKDrOg1OJ62oxC8AszAG+FFjfdCEZdR4zwPJDQ+SZ5qaPPPz86/XlJURGBzEA1RVVv5xjbIDrUClukc8q6n3EU0VZgfFy86mJllTZ+enl2/c2O/S9VsXBgaQQtC8Zn8JFXMN+kzokXDQhOMC9qA6RttwCtap5+LQ0Ffp2tqOJ71eGoAtwF1gAUwHaAZgKINaBGYkfAwsl5UIIOb0eIK7vN4XoktLVY4tW4iZJrOxGORyouBwmDUgqqDSDXUr4EEZVbhUALw/MBCeu3cv09Levn/q5k3L001N2G027i4uYq+oEBUWC+1ACsgAUtVocFM1sFY+Icyunp5vf7l27YtaiyU6cPUqlvJytrW1USgUqFGHUomycSAtlVeUVPGd1dW7RmZnv5GmiQHUaRp2h4MaVN8lgIxqxe8Aa0kBfEKkz166dOr5traXTav1wp2ZGQpAGcohU0UICRYJxwFrqbpgvXZcnZi4lmxs1MnnW+rdbqxAO+rTrcCklCGEeLfUKXio8X6vtzcbCOhlsdh4HtiOikDIMJgsFPL34/HrQPZxAQBMHT5w4FAmFiObzxshYCydxkwkFvVgcGohEvkS+LFkbfgI3Q+Mjl48uG/f0WQqlSusrBTy4fDsZ+fPH3nxxIlhlFn+L2ra3tv7+QeDgxfPhcNH1278DnY5KitoGUXGAAAAAElFTkSuQmCC) 5 5, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
15%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFlklEQVRYhbWXXWxTZRzGf+9Zv7uVOtpZlq0bGxssQgIKGg0UJRpRNBijiYmJqDEQY+SCOy+MEk288UaN8cY7IppgiMYIYoxop4YPYYh86Ni32JVtlK3tuu709Py9eM9gykLomP/kTd+057znOc//eZ/nrcKppEg14AIMoBYwnbmlYFz0byZQSCjFQpVr1tx2PtcqiAusAy4AKYEBBWnR1xSSIiMLBWI2ABOIKAgIrAJiCuoAW+CggAVkgQhQnRQZB/KAeStgjJlJQikLGLFKJWMym61Ht2E9sF5BPZqZGBpU3Bl1QCgpYly/dIUAHBDFt194IZU5cuSpqVRqfUgzEgKWKogINDjAZtoVctaoXhAAAI+/9FLKHY9zKZWiAJimmTdN0wL8ClBQdO4LcK2FxnxZuO6mO++/35wYGWF1Wxupvj5Gfv45kurpqS+ZZkDBPY44HwDiCnzzeejsuk49SRHfX93dzRP9/efv2rSJ4eFh3CLYweCpRYsX20qpGSHuBw6jd0kBLchCQimzEgBz0WZP5nKbG1etIux20xqPc3tTE1P5fG3JNBuUfvMw0A4sAx50dBIGYkmRilhx/feLhFLmt5OTZiwQoB2YAIaAqfHxuF1XVyhOTRWDfn+DAc+Y4BHIOLo4gmYiDKRvhQH8gcCxK7b9/WlgHMgBaxsbkXI5oAyjrhndA+BJBT6B5UqzEUKL86ZrTgACp5RhvHZpcvLVwStXyPT1EVq8mGBNDR1ery8GtACt+nIL8Mxaz0iKAJAUuTqvCEBCKSuh1DFfMPjxe2++uSR2+TJHurrw8G/Z1+rxvNL+4AGqlRZjuFMkjKONG+niZj00dvjXX4cnw2HaWltxoRkAyABnRd5FqQsKBpzQGkEDyaAtHqCYUKp4UwzMUemDv/22POLzMZBOUwB6gEF0OGQzmZVKJCLanmsVuByPiKlrQvfMtXBFKbL3woXHWny+r4ZHR2ldswZKJWy3m3HLMq1S6Zzb5/u0Sqm0rTMi4OA7A3Q7SxTRjBTRIWZXHGPb3nijfcfOnX9OlMs0RaPkRCgpRQ2QK5dHqKoaAk4LFARCCsYEvkS3ZaYFeQdIoapSAB/88MOVsYmJsSg82n/xIkuiUYxymZBhEDSMoAfqixDlmlUbSo/LzhKLAL8z984ryDtF4v7R0U7TMOKZ6WnuqK8ni252yHm1DDAN4wqSAqcEugTGlDYvl4IhgeK8EmyDUkOFaLTj997ex6uzWc4MDmJxTe41XN2utgCivSyCPle0oKN9GRCY90EioVSh4+67vzl07NhGVy53cainhyq0bf+NtnC7XM4K9DlWtEbBRtEg6tCWHZo3AAeE9c62bcm3Xn99q880Uz8eOEAMMCyL3q4usgMDzdP5fMzQOyKu9Kkqij7AhAG7YhHOVZ+cP3/54P79J1a3tGz8M50Otzc00LBoEZ1HjxL2eFaK3/+Xx+NpBZrRp6kepbfo1C0xMKvsrTt2nDze3/9KXTCY/q6zk9pAgCceeoi+gQGqSqXnvHCnHyIu2GTAvaKNyVqwA/7M/4r3d+3a+ezmzdumGxtb2jo6MIFcLkegpsaOgCHAmPaBvcBXC8UAOOby4pYtD3939uznsbY2ojhpFAziB6MKHZ1BrYGA6PBa8Fr5y/Hjh3Pt7QW31xuv9XrxALeht2YG3fw8pBS8vJAMzNSZ+9at21ANsXK5POJGnxtigBcQIF8qFcS2Uzak/w8AAH8cP3nyERkbY3RqKu9Bh8AEcKK3l3x399iBPXs+BFL/0/N17d63b+2h3t7hn0TktIh0icih7u7Br48ePQ+sgArjeD618emnm3dt3/61r62trpTNGi7LSk+Ew7uXLF36RUIpc0GM6EY1eO7c+Gd79nxxKZNZrkKh7ttWrPgo1tR0NqFUGuAfRRwx3o4y394AAAAASUVORK5CYII=) 5 5, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFZ0lEQVRYhb2W3W8UVRjGf2d2u7NMl5ZtsV2Wsku/KOXDiAo1BVa+E6OJIcZoDLfeeGMMJv4FXnhl4o3BhCgXaoAoQfACUUg2SlOtgSL2K+2W0u12Kcu6290dhv2Y48XZhloKtrb4JJOTmZw553nf93mfcwSzEJayDlgPNAABAU4JUWAYNVrlqfmQECbLAOecdw/gAvzlcXN5nPl+c+afsJSpMhGLJUCb824K9U0TsA14QcB2YB1glIlps/51h6V0LSeBeC6bTcYiEY9Qm7cATwPumQ3L84qz/nGzBPyDQEgIbg0M7HBlMh9ayeT6YqmUAGwBtwW4hCpDnXhAaMmYqwGat24NpmMxqmtqsEqlulw6nXQ4nW53ZeUzQF6DPht8QAq4BZhhKbNlQsWQEIsi8FAUFbr+9d3xcQpS4nA40HV9451YbK9lWbqEeqlKsh3YI2AVSht1KKFWhaV8KKjH4SG6YSndlmm++ZRhfN4GjAFTts344OB3/paWqLOiokZAsVyO32zoA6ZRrWoBNpANCWEvhMB8bFdnU6mOg4YBQCNQoWnkA4F90razZS3kAUMqLQwDqwET5RV5FLkFted8QrKramsn+sth3QQSwL1MxrNC132VUFMLPi9UAfvKmxdRpTAWsum/EYi7dP3X24XCZ72mSQ4V5mqfj1w2iwNlk+uBOvBo8Doq6tlrFR9a9RGYV7Jlc2lIxGJNNanUxZQQNLa3kwOagPpZc68DGfhCwhkJN4BESIjphRKYt5dDQuRDQkRW+/2X9mzeXO83TUYHBtBQcp+NdWrYIVXUeUBbjDsutGl9l7u7J0utrXi9XjzljVcAd4AhiEo4LJVsplBVs1CkrJAQjyzJQt0s/mehsN1jmsRHRigASaB3hh00SCnf0KBTQABl4etRFQuEpfQ8auEF21ZYSufk6OgrgZUrz0wXCtSvWYNdKpF3OHAAlm0nhaZZEn5G6WGYBwdbSsLwfJlYnG8Cp8fG3mowjC8TpsnWQICJ8iIeVM7vwwBwTcI5DaZsVYYZj4jPNahFEwhL6Y+PjR0IatqJaC5H+8aNZFCmUIkqTVZF/C3QBUQkZAXEyhqxUZmxAeu/nGgxXzB4yaVpQ2s9HoYiEYpAoVhklcoApVLJQt0dqiT4BLgkuDRlWgbgFsqFPYsmEBKCkBDRzNq1my9dvfqiVwjMZBLD6WTQtkncvUsxm/Xdv3fPQFmyjTo5a2xFxkDZeBVKH0vD0WPHOkNtbScyTmfL9p07wbLo6uujRtcx3e53/c3NKVT9V6F8IoaqFIDtWCqBrvPnx4teb/eu3btfvtbbu3Lbhg2sqa6mp78fTybzklZb+5dL15uACgFrUUaaKT+LvD08Hs+evXz59EA02vT2kSOkczk+PX6cnXv24AoGP/FUV0+jLjIeCXENLtqQWHIGZmHSFQhc27tr18HrU1NV3kCA1o4OVtbXY05OdkhdjzgrKpqE6lgf4BUwuZwZAKCqvv79ry5ceM/d2ur3GwYrUEYwlsslDF3Hdjp7pOqQHuD75cwAAN+cPPnRgGl2N7e3b9OBAqoVVrhcRlHTDKBFQAkwJUSXPQPAliuRyC+OxsaqJiANrEEdXFkgDkzado+maUMSfl+Wq/Uc3OgaHn6tkEpZgygTMFCW6wSqAZlON+Tv308IuPIkCHD00KEfr/f3v2qOjk5N5nLTKVTjDwHXcznuTUzkfzp16qqEX58IAYB3Ojt/+GN4+LA5MpLsTadTI8DtTAY7Ho/amUzWFwzGQ0LYT0IDcxE4c/bsOWPTJp+VSFAhRHyqsvKDpi1bhkJCRP4PAgD+XYcPf/zc/v3Z5w8cOBlsa4uh7gfW3x/4DTcj682SAAAAAElFTkSuQmCC) 5 5, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
50%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFT0lEQVRYhbWX3W9TZRzHP89p13ZlO3TdupHiJlBexmsIIwIKhRiBEfDKREwwEv4AL5QL/wQu9MZ44ZUmgCbeIUR5MVxs00xUtiHuzcnGmN0LbdnabT09PWvP48VzNmpDYLDxTZ706enT3+/7/N6PoARtUlYAfiAPTDuf7qgQ+dKzywFRojwI6EWPKgDTIWEB8eUmskCgTUoNaCj6LQBsBAxgTIOUrZ6PAXZUCGs5CLiL9hqAmcnoecs6W1lVlRSQsJVy04ZaYAKYBaw2KT3AbFSIJ4hdPLT5jWNadzqZfCdQVfWBFz42s9lT2HaFDVsEbBQQBnzO8jifS8KCBRwXEKitnXo0MYFP1/G43duS4+Mnq2trx7SyMlsqhQbKDZZzAXMpBLSSvc9bXt75oKODVZbF/a4u/JoWzRrGa7ZtN2hQCewC1qMC1DNP/EVRGoTbAH02ldL/vnnzxzePHOFfw6DMtqkOh3EBNmDCLxJu2BAD2oGhF82OBRdEhbDbpJwGfCMDA+vzlkWNrlNwubg/McFKoMk5Ow3778F+A1o0CBfgVpuUdxQ3jOcJTHfJ9xGAVa++eneT18tvg4M0RSKwZg11RYd0oB6IwaEMBAWEpMqQMcDdJuX0Ykn8z39RIeyoEMPBurqW652dqwOJBL3j42RdLnIlf6xABQQqQ9YLaETVjgAQbJPy+QkUEeH4mTPJjlRqbXk6jZXNkgOGgAKQQ8VCANCVFVcVydJQ2eJ/YQIOCWtPc/Pk78PDm3wzM3Tfvs2kQ8JAOXsOVQykyopAkTybRWbIsw7M7m1ujt1obd0Q8vmYmZkh7ZBIoqzhuCKgwVHgEOrm82X6mQQWHa7fDgwcaYhEbthzczR4vaRyOXJeLytQFrGBPCQFtNvwFXDL4Wk/LSAXTaBNytr0o0fvhTKZz2Ojo2zdtw8rn2fa5cItBEHgEUxroBfgrg1fSFUjJlH9w4gKYZfKXXQViwoRX1ldfeFyS8v2hkCA7u5udLcbD7AaFYU7QN+g9jsEnBSwDrVWATVPyoznKqNRIVLnTp/uPn/9+vb6ykpu9/RQLwRVqNqwAlj5WKiOal4eIOisV5wuuoAX7qV/9fb+Yfh8u426Orb4/fhRcZAAUoAFdgG+By4DSBgQMC2d5iUgJWF6Sc28YevWxgsXL/Zl6uoIh8PkpKRGCCIopw8Babgt4KaEPpTCuHycybOupRBIJxLJys2bb0SCwbdMrzdQ7/eTQE0u5eqWTEFSQhaVIZqzNxwR+SURAPjs2rVYR1fXPzW53BtdfX2BvevWEbMski4XMaBQKKQ1TZsTUAXsdpTfR82Zc0ubp4rw7tmzr586fvz8g0xmffTECVxA3DRxu1yEysowUFaZgqsSzklntFuyBebxZXt7on9k5GGkunqPKxzWvUClbVPl8RABQg6BBAipEsUCskuaZkrg33XwYO9QJtNiTk7O3hsZwe/xkAVcqFwcBCRcB9KaImAuJwEDoLG2dvfNK1e+jg8NYaG0jABx1LXzhcIuoEmqWH2+QvQ0RIUwJQz3PXz4ydtNTe+nDOObO/39RFAvGxXOcufzOwv5/ILeZQvCEjS29/T8mgyFJraEQo0RQAL9QDKfx85k4plC4aPKYLB3OV1QjP4fOjoOe6am9FHTnL0L/AlkbJvRwUHMWMzsbG3VgfiyZUEpfr50aWz7sWPtAdNstnXdNTY66u28do16XR+QmYw543Z/F167tvtluaAYDVe7ulptKTUzHneXl5dPDArx4c4DB/qjQkyWTsUvAyM/tbcfHh8e/tS3YsXEnqNHz+/cuzeGevXnPz6EH84ivFMZAAAAAElFTkSuQmCC) 5 5, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
}
div.testarea{
animation:rwdcur246059 6.6666666666667s linear infinite forwards;
}
