@keyframes rwdcur157790 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH30lEQVRYhbWXa2wU1xXH//Oefczsw89d22tjG7M2tmNsgwERSGgLlgG1JKUhDaEhSQMlLyHUUlpRkiIqBSVBKErSgKpGkKohAUoeRoQoPEIoEakboGAcB1ivbdb2ene9O/uY3Z3ZmX4ocbHBNrTJkebD3Ln3/H/nnPuYS9z30Ws6RtmBhWuJ0W3fldGxnoHhF3NR3i3F5wDZIUBqB9LfNgA5kTgAkJRpfS5peurbFgcAeiLxBZaseyY5XY/4An5fiybaoGstcSkGk0UAARJyLHYhkUptIUEm/g7Z9z8BjFNzUhQsr9vM5vygFM4vys2vT6kKonYZOaIFsqJAzaj1ASm8ItTnvzpP59+IacnX2oDkPMrYciKT+HAigHEn21zavLa+pualkBThswQRgaiELEFEUIogLssQjEakVAV2QYSR43EtFNTC4aGz6XRazaTS7cfV+KqJAMixPswjjY+AxFKWpvmkkgbLMEimU4gmZWRZLBDNZtAsi+JcB0gQUFUVrpxcstxVUp+fmxeIqvEnJxIHrpdgtM1hjI9Pq75rRzAqGTOZDFiSwrXgIJz2bPT4B8BTNIwsCxNvQO9AH2JyAizPgyAIWIwmEBRZah4nuBuNuilyILuopOy3Jo6vTMgJDAQDYBgWkYgEgiYBksBljwc6RaK7z4eMrsEiiDCwHEw8j6FEHFlm0R5T0ucvJxMX7zgDGZicotG0YGAoBIYkYWA5kBRQ3uDC8h/Nga5rw307O3zoauvCl95roBIEGJoBx7JgKIrUCfphAO/cMYA11/J9HTqp6zpAUXA4bVi+6l6UlblgsNmH++m6DmfFEHyVvajtvILuSAwXzvQiFo8jmpSRY7e77g2FKo4h3TkewIg6zSVNP0nK8vprgcE0S9MwcBw4K42y8mLwVht0XR9+AIAkSPR6+mCwZ0NPKGApCmlVwVBUQjSRKNEoZlcxwI8HMGIOeHXlYlY6+abFJFYrmjbFZDJi9S+aoXICBgaGYLcJIwb3+wZRUVcBlWXQNLsWX3VcAqcbIcmymojHl38ihzdGAPW2MwAADAylKUVp1vGfYsvgsP9PR/Heq8dx5WrfiL4lpYU40voFPnjhGP559gpKp0+FrgNKRtWUVHo1blHizZs3z960adOcMQE4ilyWlKJbbYLgS6sqaIpD7qAZSx57FGp01FlEAEyPjmXrV4NNmUDzHAAdLEXt1hTFP5c2zxzt3+v1LlNV1TkmwLFMfENGJ7hUWsmXkzLMViPqFlYgfeY8ikrzRuoTBGa0TEX08JeoqnNC14FYQtbkVGpFVI3/8lM19tmN/auqqlhJktZQ1H8rfxPALPAuhiBKe7u7l7pmNmr9AwEIpSosDQpoMoOMoiKVSCIhxQAARrsC6/cUKJoEmrIiQCpHYoHQOoE0PzraN8MwfxYEwU8QRPeYAKeR7D6qxh4idare7sh//9Ch07AXOFBYXQnWZAIAhPr9UBUFAGArLETJtFoMhiSc7/SprFk4SRFkx3Ettm1U9DMMBsPs/Pz8M1u2bPn8m/abdsLrpnfp6ZNPLPphpX9IfjE15DXKUrTQZDayjIGHYLeCNxqQlpPw+/rR19l5dtfuj3Y21d99qdhV8NKOT4+2j/JHO53O9oaGBnskEpl+7ty54ZVxy7PgumkDgok011R2bt/4+3cd7nzXgubGfq7Y3TK/eQlCgQCO7HtfZSVp5/7dR+sUR9b2KtGwVc0kb3JUWVn5uMPh4M1m8x937tw5YiaPB4Cnn336eQBqFdB1rTDP3qVR28OnTkERJuPgoQPoyaFojeZmDhHKQ97u7rC8Z8+zbW1tN657sqam5tc0TW+uqan5Q1dX1/MAtBs1xirBcBYAIMHz9xc0Vr5c+vBiY//h02ADKvo7LoFvbkRW1SSH73hbbTQuH+jr65NvHOx2ux9jWXZbJBJ5s7W1dUN7e3tmtMBEAIDNJtaue2BD9rTKhvaNr4J2F0H54ixW/e5XOPzhB5C8A5i0emmBTpDHwx2eq99EXl1dvY7juBf9fv+Onp6e9RhjRxz/93szyAZ6zSsiw69NxhPQdA2ZtkuY716IyxdPw5OtwVQzBYScAmE19waC/gfbt+75zO12rzQYDG+Ew+G3PR7Pz8cSnzADZbNWlNEZbauZ5y3Br70wFuWBOnUBQc9lQAojZuVhKClA5MLXsJe6RCKQCItJrYqjmJcDgcCu7u7uZwAo42mMC5Azu3Z9rPXzxVRBNuxVpfC+8BbMKQ1Ni36KRCSE/rZ/IcMzsDXPQnDPJyhgcmZZREdzr+ervV6v9yncxj1iXIBja5aU3zdvRtOubX+J6GFJaLpnDqbXNYIkUrDYLaie3giPFoPvrx9jUe1krJ7v1kJD3Lt2m/M35y62BScSnxDg9b+dbFvzgzrpZElhuaWipGAqY8eU8ikwiSKMooAClwsdAz0gCx3I84bh8Yf2+lO25+yijT/9jxP+2wGY8A7IsmzVjOee+NhsszqHtu5GtkVAOJGCaGCRUVXYGmZhem2j1vr2e29d8PmeHBxsj92O8G0DAADHcfOdFuvePI7PtgkmBKKJQ2aem82SsPZEYtr9z2w4MLlh7s9WLqxL3In4HZmV5113FRRvWfnA8qA7p2jlwrvnnfhxy2LPZHveDADidyYMAE1F5U4AeLB5sbh/7zt7AeDgvn1zD+7fv/b/9f1vqgI3+Ky6x2EAAAAASUVORK5CYII=) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHp0lEQVRYhbWXa3AT1xXH//vQ7kparaT1U7ItG9uA7NgO2OY5BAjTggfItCRNQxpCQ5sGSl7DMC2lHUpShs6UScIwnSYNfGgG0mlIgNI0ZvKY8AihZNK6hQSEY2hkyUa2ZT1X0q6kXe32Q4NjDLahTc7Mftj7OP/fOefu3XuJe9950cAYO7JsIzG27esyOt03NPLCV5XdVHwBUBwDJB+Q/6oByMnEAYCkrJtLSesTX7U4ANCTiS+1Fy2e4vY8EoqEQ8t1wQlDX56R0rDabSBAQkmnL8i53A4SpPw3KKH/CWCCmpOCzf6Sk+fLo1KivKq0vDWnqUiJCkoEOxRVhVbQWiNSYk1sIPz5IoN7Oa1nX+wCsosoy/JTBfmtyQAmXGwLaX5ja3Pz8zEpyRXZBERSEopsAqJSEhlFgc1iQU5TIdoEWFgOV2NRPZGIn8vn81ohl/ed1DLrJgMgx+tYRFoeAYlVDE1zWTUPxmRCNp9DKqugyG6HwPOgGQbVpS6QIKBpGjwlpWS9p6a1vLQsktIyj08mDnxRgrG2wGR5dGbTnXuiKclSKBTAkBSuRofhFovRFx4CR9GwMAysnBn9QwNIKzIYjgNBELBbrCAospafILjRRt0QOVBcVVP3CyvLNciKjKFoBCYTg2RSAkGTAEngit8PgyIRHAihYOiw2wSYGRZWjkNczqCIF8S0mv/kSla+eNsZKMDqFizWpUPxGEwkCTPDgqSA+jYPVn97AQxDHxnb0x1Cb1cv/hW4CkomYKJNYBkGJooiDYJ+GMDrtw3gKLV/w4BBGoYBUBRcbidWr7sbdXUemJ3iyDjDMOCeFkeooR8tPf9GMJnGhY/7kc5kkMoqKBFFz92x2LQTyPdMBHBdnRaS1u9mFWXz1chwnqFpmFkWrINGXX01OIcThmGMPABAEiT6/QMwi8UwZBUMRSGvqYinJKRkuUanTPuqAW4igOvWQMBQLxbls6/YrUKTquvTrVYL1v+4A0VVVTedPBgaxuzFraie7kHttGp81n0JrGGBpCianMmsfl9JbE0C2i1nAABMMNfmVLXDwH+LrYAdd/KU+i/BnGUiamfdAcMA1IKmq7n8etykxNu3b5+/bdu2BeMCsBR5f1ZK7XTabKG8poGmxge4VoprRnMsAAMMRe3XVTW8kObnjp0TCATu1zTNPS7AiUJmS8Eg2FxeLVeyCniHZVwAgrh+IzUMIC0rupLLrUlpmZ98oKU/HN3f2NjISJK0gaK+rPwNAPPAeUwEUdsfDK7yzG3XB4ciGLp8Bf2f+pDPZFBQNeTkLGQpDQCI9/ej95/nMdgbBE05ECHVd9OR2CYbyf9grG+TyfQHm80WJggiOC7AWWSDx7X0Q6RBtYqu8jePHTsLscKFyqYGMFYrACA2GIamqgAAZ2Ulama2YDgm4ZOekMbwttMUQXaf1NO7xkQ/22w2zy8vL/94x44dH11rv2EnvJbNXiN/+rEV32oIx5XncvGARZFSlVbewpjMHGyiA5zFjLySRTg0iIGennP79r+zd07rXZeqPRXP7/nguG+MP9rtdvva2trEZDI56/z58yNfxk3/BV+YPmSzknxzQ8/urb96w+Ut9yztaB9kq73Ll3Tcg1gkgncPvakxkrT38P7jM1RX0e5GwbxTK2RvcNTQ0PCoy+XieJ7//d69e687VU0EgCeffvJZAFoj0Hu1skzs1andiTNnoNqm4uixI+groWidZufGCfWhQDCYUA4ceLqrq2v0d082Nzf/jKbp7c3Nzb/u7e19FoA+WmO8EoxkAQBkjruvor3hhdqHV1oG3z4LJqJhsPsSuI52FDVOcYVOdrWkMsqRgYEBZfRkr9f7Q4ZhdiWTyVc6Ozu3+Hy+wliByQAAp1No2fTAluKZDW2+rb8D7a2C+vdzWPfLn+Ltt/4KKTCEKetXVRgEeTLR7f/8WuRNTU2bWJZ9LhwO7+nr69uMcXbEiY/f20G20Rt+K5i4jdmMDN3QUei6hCXeZbhy8Sz8xTqszdNBKDkQDr4/Eg0/6Nt54EOv17vWbDa/nEgkXvP7/T8aT3zSDNTNW1NHF/SdPMfZo5cDsFSVgTpzAVH/FUBKIO3gYK6pQPLCZYi1HoGIyAkhqzeylOmFSCSyLxgMPgVAnUhjQoCS+S2b050fraQqiiE21iLwm1fB53TMWfE9yMkYBrs+RYEzwdkxD9ED76PCVDLPLrg6+v2fHQwEAk/gFu4REwKc2HBP/b2LZs/Zt+uPSSMh2eYsXoBZM9pBEjnYRTuaZrXDr6cR+tN7WNEyFeuXePVYnH1DdLp/fv5iV3Qy8UkBXvrz6a4N35whna6prLdPq6m4wyRiev10WAUBFsGGCo8H3UN9ICtdKAsk4A/HDoZzzmdEwcmd/cep8K0ATHoHZBimcfYzj73HOx3u+M79KLbbkJBzEMwMCpoGZ9s8zGpp1ztf+8urF0Khx4eHfelbEb5lAABgWXaJ2+44WMZyxU6bFZGUfIzn2PkMCUdfMq3f99SWI1PbFn5/7bIZ8u2I35Y5OM5zZ0X1jrUPrI56S6rWLrtr0anvLF/pnyqWzQYgfG3CADCnqt4NAA92rBQOH3z9IAAcPXRo4dHDhzf+v77/A8J/IFs+DNJVAAAAAElFTkSuQmCC) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHz0lEQVRYhbWXa3AT1xXH//vQ7kparR5+SrZlYxuQje0Y25jHECC0BY8h05I0DWkIDW0aKHkNZVpKO5SkDJmWScIwnSYNfGgG0mlIgFAaGEImPEIoGVpPgIAwhkSWbGRblmRpJe1K2tVuP5Q4YLANbXJm9sPePff8f+eee+/eSzzw/qs6Rti+hauJkW3flNHJnoHhF76s6Lbis4H8KCB6gezXDUCOJw4AJGVeW0ian/66xQGAHk98gTVv3gSX+/FgOBRs1wQ7dK09JSZhtlpAgIScTF6QMplNJEjpn5CD/xPAGDUnBYv1NTvPF0fEWHFZYXFTRlWQcMgoEKyQFQVqTm0Ki7Fl0b7QF3N17vWkln61A0jPpUztJ3LSe+MBjDnZ5tD86qb6+pejYpzLswgIJ0TkWQRExDhSsgyLyYSMqsBhEWBiOVyLRrRYbOhsNptVc5ms97iaWjEeADnah7mk6XGQWMLQNJdWsmAMBqSzGSTSMvKsVgg8D5phUF7oBAkCqqrCXVBIVrsrmooLi8IJNfXUeOLA9RKMtNkG0xNT6+7ZFkmIplwuB4akcC0yCJcjHz2hAXAUDRPDwMwZ0TvQh6QsgeE4EAQBq8kMgiIr+TGSu9GoWzIH8ssqqn5jZrkaSZYwEAnDYGAQj4sgaBIgCVz1+aBTJAJ9QeR0DVaLACPDwsxxGJJSyOMFR1LJnr+ali7e9QjkYHYJJvOCgaEoDCQJI8OCpIDqZjeWfm82dF0b9u3qDKK7oxuf+q+BkggYaANYhoGBokidoB8D8PZdA9gKrd/WoZO6rgMUBafLjqUr7kNVlRtGu2PYT9d1uCYNIVjTi4auzxGIJ3HhTC+SqRQSaRkFDof7vmh00jFku8YCuKlOc0jzD9KyvPZaeDDL0DSMLAvWRqOquhyczQ5d14cfACAJEr2+Phgd+dAlBQxFIasqGEqISEhShUYZdpQD3FgAN80Bv65czMum37CahTpF0yabzSas/Fkb8srKbtu5PziI1nlNKJ/sRuWkclzuvARWN0GUZVVKpZZ+KMfWxwH1jkcAAAwwVmYUpU3Hf4stgx2184Tqr8DsRQ5UTpsCXQeUnKopmexK3KbEGzdunLVhw4bZowKwFPlQWkxstlsswayqgqZY7Pn5EVzxGnH5nP8mX13X8e7vj+Lzz1icPOAFzbEAdDAUtVNTlNAcmp8xMr7f739IVVXXqADHcql1OZ1gM1mlWE7L4G0mNC6chOyZ8yirLLrJlyAItLZPQeLwp6htdEHXgaQka3Imsyyhpn7xkZr8+Eb/2tpaRhTFVRT1VeVvAZgJzm0giMreQGCJe0aL1j8QhqVShbVZAU3mkFNUZKQ0JDEJADA5FNi+pUDRRNCUDWFSOZIMR9dYSP7HI2MbDIa/WCyWEEEQgVEBTiMdOKomHyV1qsnhLD5w6NBpOEqcKK2rAWM2AwCi/SGoigIAsJeWomJqAwajIs53BVWGt5ykCLLzuJbcMiL7VqPROKu4uPjMpk2bPvmy/Zad8Lrp3Xr25JOLvlsTGpJfygz5TbKYKDXzJsZg5GBx2MCZjMjKaYSC/ejr6jq7Y+f726c33Xup3F3y8raPjnpHxKNdLpe3ubnZEY/Hp507d254Zdz2X3DdtAGLmeTra7q2rv/dO05PsXtBW0s/W+5pn992P6LhMI7sOaAyorh9786jjYozb2utYNys5tK3BKqpqXnC6XRyPM//efv27TedqsYCwDPPPfMCALUW6L5WWuTo1qitsVOnoFgmYv+hfegpoGiNZmcMEcqj/kAgJu/a9VxHR8eN656sr6//FU3TG+vr61/s7u5+AYB2o8ZoJRgeBQCQOO7BkpaaVyofW2zqP3waTFhFf+clcG0tyKud4Awe72hIpOR9fX198o2dPR7PTxiG2RKPx984ePDgOq/XmxspMB4AYLcLDWseXpc/tabZu/5PoD1lUP51Fit++0scfu8fEP0DmLBySYlOkMdjnb4vvsy8rq5uDcuyL4VCoW09PT1rMcqOOPbxeyPIZnrVHwUDtzqdkqDpGnIdlzDfsxBXL56GL1+DuX4yCDkDwsb3hiOhR7ybd33s8XiWG43G12Ox2Fs+n++no4mPOwJVM5dV0TltM89x1sgVP0xlRaBOXUDEdxUQY0jaOBgrShC/cAWOSrdAhKWYkNZqWcrwSjgc3hEIBJ4FoIylMSZAwayGtcmDnyymSvLhqK2E/w9vgs9omL7oh5DiUfR3fIYcZ4C9bSYiuz5EiaFgplVwtvX6Lu/2+/1P4w7uEWMCHFt1f/UDc1un79jy17geEy3T583GtMYWkEQGVocVddNa4NOSCP7tAyxqmIiV8z1adIh9x2F3/frcxY7IeOLjArz27smOVd9pFE9WlFZbJ1WUTDE4MLl6MsyCAJNgQYnbjc6BHpClThT5Y/CFortDGfvzDsHOnf73idCdAIx7B2QYprb1+Sc/4O0219Dmnci3WhCTMhCMDHKqCnvzTExraNEOvvX3Ny8Eg08NDnqTdyJ8xwAAwLLsfJfVtruI5fLtFjPCCekQz7GzGBK2nnhSe/DZdfsmNs/50fKFjdLdiN+V2TjOfU9J+ablDy+NeArKli+8d+6J77cv9k10FLUCEL4xYQCYXlbtAoBH2hYLe3e/vRsA9u/ZM2f/3r2r/9/Y/wGGOyxbOeOCZgAAAABJRU5ErkJggg==) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur157790 1.2s linear infinite forwards;
}
