@keyframes rwdcur104739 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 15 5, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
56%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG7klEQVRYhe2VWWxcVxnHf+cus489u8fjJc54CXFsN83WjUY00CgFRGhaKqgq+lAQUgutVIknVCEhgQQiSG1B8ISEBFKEaEsDUoEGQolcUJqVFifx7rE9Htuz7zP3zj08uEmthNCUR5S/dF/O+c73/5//953vCj4CZnOTu3yOwGc1lHtEpdYnG40QErDbiric81JVTqdrqycvrJ878cjQ49at5BQ323hn+W3fgH/b0UIjf9Ku2lxey/6MNpsYk+9NIBfmUVZXEDaJ1DSoWUi7C7FtG3JkhNbQlvmmS39xKjf5s7ti99X/JwFz+en95Su1t5wuO+G1JbKv/QmnKOKL1xBBO4osIzUbcvgwrM8gEmehrCFzNiyrA3noENbH+hMlW+upTm/3iY8sIFlafFqZyf/EbPNx5thZvOUg+VoOXZvjviMCT8SDoYBEQ7cFEaVlRD4LqyuwnsVKeyDfjnzicasa73wh6Ap/75YFrJWTz7bNp19cfPnXzOzYjywLPJ0ZHL1dWBUni+dnKR5OYtl0LAs00SKgQI+qs1Vz4KlUYfoyJAtYUx7kw49R3Tv8UtAVee56Lu36hZXS0ue9i9kXcy//nLOtPYRSTgyjgWeXSf+AZOa9KbzVKNlxD/5PjFI0WkilRVrkWTdXSSplgnaDO8Z2ofvmUfRZrNeP4dKeeDZVWl6Oert+cFMHJjMT0R6z/aI4+qNIKVBgetdXcNgcKIrCwK44iStTrL57CWuqB8uyWKnVybRaqN1RZMCOq99LX5/CfOUc7eo8D9g9tK2uweQS1gUL6+vPmamAuCseGDp3lVPZLCDkDB/l+BsREchS8AbZ+8ndjO0foeGsUW/WGbpzFE/HNoRQUBQVjzB58MtbePqbYzz5aDdDzQKX3qhhZocoGHfwx3qJSjSKHN2HGFRQjv1GC+q+n27mvCZgMj0x5EhmHpO0YO8e5MAIQmwYNDc7R61WA2D7x7dR9ZZYSifoOthBpCcMgKfdzY7tMfbEs8Ren0P7XZmaMczfGiVkrBPRaUNUF7BPzOybL8wcukFAhzf2pDJ+WlNLZ0DNYDoMWmYLgEe/8CiRcIRysYLD7eDg8wf49HcOsvvgTgKRwLXbtEyL0XuGydcL9NbaMS7bWWsFmCvPQWcY0VlHnjiJT/M9c0MTKrXGEXnuDMpYFdm7naV6iulT44z0xDEqBoUrJbyDLgbvHEBRFfxh3/X9S3CrH4Bwf4jaSpXYBcmicHNxcJ14OIKIriGW0tgyxQNLpfnPvTn/znEV4FTizUhXQf8+2QRKoILZHeVto07FsYdLJ210FHTi+yJcWpkgHo/fQLwZUkqatSZ63cVMzsRqs1H3Z4m7dRyGJJdpkHaiGzXXl8YGdng0gJh3y7CynKGcTJD3hinNNWg27UitiVZx449JKoEC63/NfEBkSZYXksR6O1HUD3o5s5qhYE/jiRncO1rCH1RRtD4qmQalWg37/l76B3zMzcxilMJfFCulxYPNjPlKfe5djz/qoC3Yjq7rtEyTYr5MermIUfSSaqtiL/m57zN3A7Awk+DN3HHUKSd7++9hx95hhICF6QQhfQa3LwSaBxSNa6/dLCJrKSZnVAJDw5elo/U1zaV5nyou/sUzsHs7i6ki429N4HZ7aRoNeruj7NgzCq06WwoFfvXDf+F2uPB3+0inkowpPkq6Qn4lT2oxhT/ko5KvEujpBpvzP9QHSsUGnt6xtfP5f9zx0ODDTZEsLj6fv7R0dGhrA+GIgOqkUqnidrs3TmyaVamlHNN/X6eSbjL8YJCerQEqFZOLJ5IkJtZopiVtfS4OP7cbIeTmxgAjB80MC/NlfMP7/xDwBh8CEK9M/NJ2f+enTmUnzu4bHNBBdYLeDqoHhMKtQkpoNkxsdg1xVbO0wCxBMweySbPRYjEbw97nfWSLL/4qV6/33vqFWIiOk7kr54f64yqqCggVVPf7nwMUnf/y8/zAY2mCWQOzDK0qsDFLyiWDZC5CeLjvxyF35BtXT1zLeH7ldKTbveUX2enlQ04rQazbeW0SbpRC3Wgoob/vzKY9aYFsgTQ2BFxLLWg0TJaXLbTQYL2ty/+tNyZ/+9ITO79q3iDgKhL5uSM20/FCcXltp6iv4HFWCYXcKOqtFGID1YpJer2JqYVRPJGmv9t/LFld/u5IeOfk9bE39fTdtYv7O92djxhl40AxXRhWzbpCq4rSqoNsIi0TCShCRQodVBsobizdieJ0pNsj7actxXxtOnv5+L09D6zdjEecXhmPunSXayR05+zNgk7M/b4t6uq5O+QOx3RFjwohOoTABkJRhFKVUhZMy0hVjHIyVUn+867Y/YkPc2l86c/dXZ6+b39Y3G3cxm3cxv8//g1vcP4ebcwiOgAAAABJRU5ErkJggg==) 15 5, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
64%,67.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG80lEQVRYhe2VW2xcVxWGv33OmeuZsefusWs7vuVmJ87VoSUlpVGTVE0plAYkqpRKFKmIVmpB4oEHVAkhVUIKVE0l4AHxBEStBG1AJSURIbRpBDhNQxPXdzsztscez3ju13PmbB5MLkpIlfJK/se911r/v/61tLfgU2A6M7Hd5/Q/qqF+hlK5h1othARptxWFrk9aKsOZWurkSOqjvx7sfcK6k5ridhfnE+d8vc3rj6Qqy+d0u1vxWo7ntKnYoLw0gozNoiwmEHaJ1DSoWEiHC7FhA3JgE411XbM1l3p0JHXp55/r3Fv+nwTMZif35McqZ9xuB+GlOdJv/hm3yOPrqSCCDhRZRNrsyI2PwfI0InYeihoyY8cqepAHHsbaviVWcBjPtHo7Tn1qAYnC3LfEVOZnZpOf4WPDeIsBspUsNnWG3U8IPBEPhgISGzZ7AFGYh+wKYikByTRy0YkshZCHv2aVelpfCrkjP7pjAculxee908mj8ddeZ2pgD7Io8LSmcXbcg1V2Eb8wTf6LC1h2O5Yl0UQDvyLoVDW6NSeeUhkmR2E+hzXpQT7+VcpDA68E3eHv3Myl3XyQLCYe9cRSRzOv/ZLzjSFCiy4Ms45nu0nvWsnUpQm85SgrZ734Pz9A3mgglQZpkSPVWGJBKRJ0GAwObsfum0WxT2O9dQy3dvjF5dLSTFhvefW2DoylR6KdZvNFceQnkUIgx+S2b+J0OFEUhb5tPVwZH2f50iiN8Q4syyJRqZI2TdSOKDLgxN3rYU2XypXSBzSrszzo8NC0lISJONYFiXz+BXMppA51+fo+vMqp3Cgg6o6+zPG3IyKwQs4bZOihHQzu2UTNVaFqVFm/bRB3ZD1CKCiKikcY7Hu6i29/bwtPH2pnXb3A6J/KmCvryBlbeadWoNQahaEDiM0+xLE3NL/a9IsbOa8JGF2+tME+nzwMFgztRPZtQohVg2amZ6hUKgD037+esrfAXCrGPfuiRDrCAHiadQY2trKzO0PbWzNof8hTqfXzt2oBK+hDtNgQlRiOkaldsfzMQ7cIaPW2PyXe/4emFIZBTWM6DRpmA4BDXzlEOByhmCvh1J3s/+5eHvnhfrYf2EogErjWTcO02HxfP9lqjs6KD2PMQbIRYCb/MQQdiNYq8tRpmrXm525ZQrVa+7L8YBhlcxnZuZG56iJT755loL0Ho2yQGyvgXauzdlsviqrgD/tu3l+C3X4Awr0hKokKbR9azAmdi2uX6Qm3IFqSiHgKWyq3P1Gae/jEzLkTKsDZub+E2rLaj0nHUAIlzPYoZ40qRdcORk/bacna6NkV4ePEZXp6em4hvhFSSuqVOraqi6mMidVkp+pfoVe34TAkmVSdlAtbveI8vK13s1MDaNHbB5V4muJCjKw3TGGmRr3uAM1AK3nwt0lKgRzLZ1LXiSzJ/JUF2jpbUdTru5xeTJNzpvC0GXx2cwFfUEHVuimmq+QrFRwPdNLb52N6appqIfR1kSjM7TfSxhuVmY+a/FEnTcFmbDYbDdMkny2Sms9Tz3tJesvYi352H7wXgCuTMU5mj6NOuBjqvY9NQ/0gIDYZI2CbwuMLgeYBxXbdHjOPrCwyNqkQXD8wKp2NZzW3pj+7GD/d1LdjI/GlPGfPjKDrHupGnc72KAM7N0OjSlc2x6+PXEZ3uvG3+0gtLjCo+CjaFLILWRLxRfwhH8VsGX9HO9hd/2U+UMjX8HYOJv+VH96yP/yFukgU5l7MjMR/uq67hnBGQHVRKpXRdX0144a3amk+w8T7y5RSdfr3BenoDlAqmVw8tUBsJEk9JWnucvPYCzsQQt64GGBkoJ7mymwRf/8Db/u9gYMA4nejv9Xub3nw7MrI8K61fXZQXWBrBtUDQuFOISXUayZ2h4a4qllaYBagngFZp15rEF9pw9Xd9HhHc/ebXG1vfGUk2tTwv5sZu9DX26OiqgAqaDqoOqjO/8zytp/ndY+lCWYFzCJYZZANQFAs1FjItBDp734lqF//lK5VvJD4Z6RdX/Orlcm5R1xWjLZ217WXcHUUKghtVYhQbkiVq53KBkhjVcC10oJazWR+3kILra02tfm//87E8Vef3PqMdYuAq4jnZr9kMxwv5eeTW0U1gcdVJhTSUdQ7GwUSymWT5eU6lhZGeCL1QEfwN/PF+MubIlvHbw6/raeT6bGdfpf/qXrB2FtI5foVo6rQKKNYVZB1pGUiEShCQQobqHZQdCzNheJ2rgRa/O81VPP3Y6nLJ3Z37F28HY/4e+K9qG7T3ZtC26ZvF3Ry+o9NrXrHvWE9HFWE2mnXHHpDGj4F1VKEUpbSyhmWkayY5Vi8cGV8NjU9/eSWb3yiUefmT7e1edb84BOD7uIu7uIu/i/wbwWmByBK/DVhAAAAAElFTkSuQmCC) 15 5, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
80%,83.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG70lEQVRYhe2VWWxc1R3Gf+cus489u8eTsR1vWRwnhoQsLWlCg0gRoQGJgFpBW1UIoS5S00rtW4VKX8pDqiBoK1Wib0ioC21DC4WmLK1iKciEoAQncbyPPd5mPNud7c6de/oQsighIvSxyiedp3PO//vO9/31P4LPgcncxa1BV+gBRYovKZVaUtbrMSEl0ukwhNcz1lQ4la9l/3kmc/rdr/Y9at9KTXGzjVMLJ1u6W/uez1azJ3wOD96m/gN9MjUoz44iZ6dRlhYQukRqGlRtpMON2LgBuWmQ5rq1k6ZHe2F05exvd3d+ufI/CZjIXbinMma+4/Y4iSzNsfqXt/CIIoGeKiLsREgDdAdy40HkyiTK7AdgaMicA9vwwf3309w6NFtyWE+2+5PHP7eAdDH1XWUy/yurJcDIKyP4jTD5ah5NnWL3IwJvzIelgBQauh5BlOYgv4pYWoDlVeSiE7scgSe+bpe74z+LeNuevWUBy8bC91umVl6YffH3TG7agzQEvvYsro412BU3qQ8nKT6Uxnbo2BI0mgQV6FR1ujUX3nIFMX4e5gvY4z7kw49R3bHpaMgT/eH1XNqnkD/oT2Wfz734Eqea24ksuGlYdXxbLXr7JRNnL+KvxFkd9hHcO0jRtJGKRVYUyDSXSKsGYafF0NBW9MA0imMS+9gruPUnDi+U5pba/clf3NSBsexovMNq/Ugc+WWsFCowvvVJXA43iqLQd2cPM2NjrJw9jz3WQdO2WahWyTZttGQbdsiFp9dH11qVmfIp/Oo09zp9tCwtIy+mkKdt5PcOWwthsbMnuO7UZU7lWgFRd+yIfO2NGJE8eX+Y7ffexZY9g9TdVWqNGuvv3IInth6EgqKo+LC475tdfOfHQ3zrUJJ1ZpFzb1SxVtdRagzxZr1EuT0Om3ci+hXEK3/QwlrgN9dyXhFwfuXsBlc685gMtSJ274W+QYS4ZNDU5BTVahWAgd3rqfhLzGVmWbM/TqwjCoCv1cumjQm2d6+S+OsU2rESFXOAf9dKyPY4Iu5AVGZwjk7smMyNPXiDgDZ/4tti+H1NTb2NbMxiuSyaVhOAQ48eIhaNYRTLuLwu9v9oHw88u59tX7mDUCx05TVNy2bzFwfI1wp01gJY550sN4NMG9PQHkW017GPv0PIGX76hibUqubD8oMR1C1FZMc+5mqLTPznBJs6emiUGxQulPD3e+i/sw9FVQhGA9f3L+Hu4KUoeyNUFyokTkvmhI/T/Rm6o22I+DLKXAZHprgvbcw+8Ob0yddVgBNz/4okCvpzrKZQQgZWMs5wo4bh3sa5t5205TV6drZxbmGUnp6eG4ivhZQSs2qi1zxM5CzsFge10Cq9Xh1nQ5LLmKy40Rs19+NDvYM+DaDd2zWopFYw0jPk/VGKU3VM04nUGmhlQTAhKIcKrLybvUpkS+Zn0iQ621HUq72cXcxScGbwJhrcvblEa1hF1boxsjWK1SrOvZ309QWYmpjELEW/JhaN+f31jPmn2vQZX7DNRUu4FV3XsSyLUt4gM1/ELPpZ9ldwGEHuPrALgJnxWd7KH0O76GZ77xcY3D4AAmbHZwnpE/gCEdB8oOhX7bGKyOoiF8ZVwusHztuuxtOaW/U8VUid9PVt3UhqqciJ90bx+vyYZp2uZJyBuzZDs8baQoGXj3yM1+UhmAyQWUwzpAQo6Qr5dJ6F1CLBcAAjXyHYkQSH+1PygVKxjr9ry/KZ4vtD90UfMsV8YeYnhfPp59Z1mwhXFFQ35XIFr9d76cY1s2pxPsf48ApGxmTTfWE6ekKUDYvTx9OkRpcxM5LWLg8HD29DCHkNsQ2NPJhZZqYNggN7Xg/6wwcAxKujL2u72+89sTo6sqO/zwGqC/QAqD4QCrcKKcGsWzicGuKyZmmDVQIzB9LErDdJ5RI4On2PrA32vsrl513IfhxvtUPv5S58uK63R0VVAaGC6v1kuT7J8qaf51WPpQVWFZoGWBXg0iwxSibpXBuxge6jYe/VT+lKxY8WRyJJb9dLmYupg257lkTSfWUSXopCBUUDoX/izDV70gbZBNm4JOBKaUG9bjE/b6NF+mu+RMtP/3HxtaPfuOMp6wYBAL8b+TX7+w8c1Br6z4vzK1tEbQGfu0Ik4kVRbzUMqJQtVlZMbC2K8MXM1jWBP2Zqy89siAyOX3/2pp6OZc/tCLnCjzcM655SNj+oNGoKVgXFroE0kbYFCIRQkUID1QGKF1t3o7hdmVBbcLipWn+eyF34287EnszNeMTI0nDMoThbtkS33aDuMo5P/70l7k7uCnvCSV1xxHVNb7Vl06cI1RII05bNkmVbi5VGeS5tzI3uWrNn+rNcGk6/k1jj7Xzms87dxm3cxm38/+O/JukETOUFgvsAAAAASUVORK5CYII=) 15 5, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
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}
div.testarea{
animation:rwdcur104739 2.5s linear infinite forwards;
}
