@keyframes rwdcur104146 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 19 11, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 19 11, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 19 11, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 19 11, auto;}
20%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHR0lEQVRYhe1Wa1BT6Rl+cjucJNxCEhIgBogkBHEB5RIki4CiVnQYtaK2dhFdtBW3066O3aLbdWmrO05Xt9baqc64jN3tqmip7rrFVnSBVS5KuQoGBbkJBBISCLnfTn+xoxYvq7W/9pk5P877fN/7Pt973vO+H/AKsH6uuPrsye9RWeuUXUFCrOWx4fuktbRXIYAHSHKDfc4t2SBOZQaw0GiiWW/0uNru36VaaHQnc9zo2OsaNYy9MgHTCCWQrU7lXln95i9gsSvRVceEm7TjzNmDu7TGtsMAwHyVAmxO3F6xmItLPW58dWRvmcthvkUTsehTRsef/3dReEDMrjn7wQMxE70z0bfj89IkShrJ3j8Tz3hpAXaADGcTpsbJrpno/klPn5pm2ajeIFS1tDudJoarDnZQ0/zL1MDBTZs2FcXHx/8X4Xa7cfToUYwPDm7MVfvvlucKX1/A8sUAYUHJkZHdI/csH06vfZkMpKhUquVSqZRgsVgEi8UimEwmQRAEwWAwiPr6ejPbPhH1wUdp6U3eAzC3r4QsbDXI9Mil3b3aCJvL1uAvDp3xsz03ysrKHF6vl3r8sdlsVGZm5qlEAc7euLiNkirTvuaxw9bEkVkVxdEnXId/3ECpNhdR9MDAuS/8F4SlbhKfOfP5hFqtDjZbzCB9SDAYDHC5XNTUVOFu980Ivhl2ul0HO03TabQZyo0YKu/tvTN3CZl1fLZhtqTJTNe/VB8QMrFy2Zq8LwqLitDfPwAOhwOXy4XrHR5ELG/Dtd99jN+sCkThRWFt64V69Uw+XrgGREBggZRZveeAnvx9fQByVAvh8XjsP9u296aqXikKmfgBg18oh6i7ARFR3LD52iBvzehozeN+6M8bMGa7SvqGMjpu+l0RQFS8vY8feFmyHmyTD/h8PjgcDuH1MV08NvXryC+uFVyb9Y4EJvkfEBrroZ8e7Xa+6GEBABkn84gMUQiHx0tkhjIF2X/LIanOjghqx6GdlF6vp3p7eymr1UpVV1dTWVlZO9dHRATP4ygPfpzyFXWi+VMqPVt+61uGlPgvUO1fGXtsI+bsXuo/bc1edJzIDIuvGyn1o0pKfkTpdDrK6/VSzc3NlMViobxeL1VZWemRzJL8BABSfLJOleXfo3KP7aFIATszVVUSNe1LHbpe8pQaYDicLt1E37nLFqF6tst9p4cWyAv6LUXVflbAMSrkb/nARvs5kpKSYLPZYLFYoNfrIRQKERYWRqv4R4WBE0te7rlz7zp7SF+YkbaZfMD8Z1p/e3cZh8U1z94RudSiGl7yRAGxu+QkN97t0tWNuXS1PRSNRcpzFuWWvfen7Zz012pR/u9J1N/iYmRkBK2trejr68Pg4CCamprQ3NyMioqKeM89xlWtfei21mkcz7Hl5OqXRvB7Wr/s0A8N1YszpHImiyl6Yh/oONRuB4DIN5MVhvMO3y3JglIFQ41Lw/MRvZiB/vOp0On0Wp1Od/fxvR6PBw6HA27GgLlQFuNPJxnXS7Un2uinHC0Jvv5NldDB05IwJiqwHH5mI/Jj2Hf4q8QbWoSxwSa2Bkn1a9GaGocuyVpUVr9b/vfa8oMYxQAAyGUBc5TM4G6NPkhpdVo7ZZmvrzENR0YZJrp8KZbhrwExQ5q2qXzNB4YvE3qCO53sBuf8Zwqg3FSX1dL2qSdhPD88PV8Qb7oK08QsBGsAhnxiVcrqFPHNX978PgCw2M7uBtqYmB5jCprNUxaIPLIV7ujWk2Nsxf11LcPedz9rbwTaUQy04C88JmB0P7MRUc1jk65BS7vWYPxk3oOJxSH0Bfy+JIBsJHH76uD7mqq6Ytjh5m6eRRcr5svcRr7SOeLsiA+lTd1rs19bQLfz9GSatSr4umbr5Fxu7eSAbXijhNDzd4S39lUZvhEw/71EJX8hP22sZuyRub4tJemPMqFA2XB76JSbyIpd5rclSSCdRPJAFxqb9HK2YDFTp2u8kcwVhE8afSZ9Fa4OUuQVtVU+6BzUarT+28LluiqZlaUaybtwo7YadngOtZs8rX1VhkdOyl8lIAIyAoMetkUCUQomingAExKkZh/JNbaU1lAXLpVTX2/9kHo7RUXJ1smNInF2KcB75Ob7flxKAgCAFYKQkFWyJ2X4mwzYNFaPo99ue5hM9/MpzlYv3HfFNayJWRS1R7ZoRTTPFYd5IeOwKMQYp+Wg+mKtVyxMfM0y1tjjhLN1em/V6JAWAOA1w2zWGIGAQICdBNgHHo7x1FkQwCBOl4/I70tV8rM+oZyFbj8f+NmDUScXw5dGgkFjYXl0nAmGWxfeyUs5wsPM90IAKJz31ifJyfuKH7c/dRy/waUHnrMESbZuj6mYGgmT6CPYTueVufSJH7qYid4+WM8P1NonOq79q7//IwARRqBpJj/LQsShCn/e6eNdD37qxFTb02LOCJUfma9S5B0FeNKAANWWnKIDQ6SAm8kDyOfZ/ytl/Iajqakl3zrwd/gO/w/8B1zFGut4cgH3AAAAAElFTkSuQmCC) 19 11, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 19 11, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 19 11, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 19 11, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 19 11, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 19 11, auto;}
50%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHV0lEQVRYhe2WbVBU5xXHz75f7t5d2HdgeV02Kri74BKpi6LAFDEswZSiU0k1VdE00QRNbJuk05nQxhin7YeOSZzRtNLYlFTa1IiABRWtCiQIoqCghJeFXViEfV/25d7d+/RDhpQqISbRfuj0P3M/3HPOc87vOc+Z514GPGSlCKH0uULF0bi0CHEoSIEbYXBTqoCe0RyQewRw9sP3jc7AnYbZeMbDBgAAEAHIcRxKxBj3Zy/u36XuufE4hE4OjpuJMeeVgaZNNjDdeBR171OWgln39+pyJIqW1n9ZDOtRAtAIefIlkxvV+ez4vn6fnctBXYEAoP8agJeCO9f6/ahIwCo0FkcXf+ZGBudMsJXyg+OhAORW5yWNnBxxLhSTpRTviqlYuZTP2w45hdkp1mRiw1S/S8LhUG4qEBr/NkN4cMvWLS9maDNC9zpCoRC8fegQjI6N5R35nqjF+6PXiUt7zM7FoMAEWg2GEsJwauKUr6fuo0j2g1YTATDDkfxyLpvtC9Oukw4HuDAOhuE4DgghYDA+3wtCCMLhMLDYbDsABEJTwQAWaCKaHBefaXYyPuWZ+I8XpK/eK54gfBQZoB94uzExkbt37ypHZ/64AT2TE3FJJoS4EydOBGmaRvc+fr8fFZQabEsy+DWFct5M25+zkFwtrJov7wPPAC7EX33+hb1LAmt0UGDsT+CZnOUXun2MnJzVPIFA8B+x9Q2NMJksi8jbulHD0QFH81k3uFKjUoe6nO+SFFDfCIDNYJtYY5Elqubt/D/ps6GszExMNTehj86aSIMhmyMQCICmaWhoqIc/HLaA6BQOgvexUALxAyaVpYXlSTf4p9rcpM9OXXzQmvdJBNIlG/AtN2sX96Edp4dQ48Bm9FQhcXvHju2mu3fvopaWc2jtGweRKrG0RwCiNAKEGj1v5fHDmkZU13QWlbxpcGXL4jVHF5d9YwYQ8PjyoriivpqUDlRZN4AOnc5DlZWVJpvNhlrbWpH2+08iFhFdPHeNkqXe+YbqOHXgyGWUXpR5bZcy+4vh/xr3QJQ0NfXpWkbGuC5hiYv4+Mr568W9KxZfF3Kg6icvRdI0DcnJyaBTJsDwwM3Ovwr1nW4WxV+VqJS1TPa3jJM9rlW9hickpdnR9abjafaA729wz624oNgyfF1i8hMfQxRvkUiq0wuJFa9t/uHm8NTUFLJarejYsWrU0NCASJJEzc3NYXWM4kr6Pu3A3Bxqie7wW6VnUHz+mpYE6U41AMBX3gOiFeJ1cSvjNrEZ7NoZy6BcBXFHyUtJB/DvcKuMTxqZNE1DU1MTcDEeOGwOOH/+PKxes5qpSFGT7dXtT8/m0cikBIksB3/zyQsDUZS9gYFC0w8EwODLaLrX2bi8L3T1iGc8BwBwgEngXQq4zyvFYofDAXMb6fK4YHBwEMxj5lyelyfkyFhSuVhI8MgYIYsRSEhk+27Y8VjmzIgjtD55UclXzoB/2DY4Nejq7XR5vBAAOimmjM+Y6HYHaRZHrVazcRy3uKzueA9igTc0CXct00BRVPvVq512nIBuCglmCI6i2B20u4MM/22fiLRPDw0GpeR3/a1TF3sWBCCUhJj0kP65Nqfzlv/1zOycy9NCU89wT/My8zAROSzJVi7bA878Log43At/6UIH/WHba3w+WCiKUrDZgYlMJudGPMaW9Jk9Q25nwGEP9ZIAAMyFALwWr30++yudrf+M1642qsvia5pjfMyzjoujRJsfMIYcLtlN4PaMcoV45qvu6XC0IDp2xGkfbY0AWfRY5MZRWb4cSylX47O55gWI1SWJFwIDAAgqGtoCVttvRabcJWma7bGhwQmQjcvBg2MXOCy6FYUZvyfD3k9Hrlu5SuW2+g+G22512H+XZe+RlmES3hdf0PuOYLn+5Yzb3Y3Ds+9JBH9txeK00613J9+ZtaW9tLTKbXaRLC6rQIhJS5D1OlO5/jFQhpIgXdGTZB5BFZHu20ZWbKnR6r/wrqTEd1CsEt9cali6OQotW9t1vO7IrrR1NckCdsZ9AOMTbVYAAFWmiItFCpLJcWeixe34YCoUHpuNkenlP3dZnJvj0ozLIoxKRq6XC9FSI9AsF4wybPAYDEFH33Akk0iLZY7NHMuZJrgJAf3uxs4L7aabn2wFkgpnRUesCmLLmF86hKLYiLB4yFtZoUvf/+GYefdcH+klKbFKsmWkvf+VRGp9wVDvnVuXrdbha6LqjtDlvlPnJMFkyDB2ms+8V7lNJ3uzun/wx86Y9KdSynxac8doLQTAV4zJLXyf5dyC50wAiEUAcb/I1P86T6opBQDgJnGzQQQ6/bOL3gEVsyL1OS2l35e5Z+46mV7xK0m+pFzIV1cksaLm/Q/4WpID5EdzQaVXcYUZO9Nq4+X4ts/bBBjIYd09veNqU1+28RITa1Yt/+U1jebZo98aYK72abVVm+KUP9Wl770IIF0xX4xG9/x1w4EcDxD8XAAR96EC/FuyVQAibD6PwbD/H3HxRTsfUeH/639M/wLQ1ShrlSfTnAAAAABJRU5ErkJggg==) 19 11, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 19 11, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 19 11, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 19 11, auto;}
70%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHLElEQVRYhe1VaVRU5xl+Zt8uM9xZgGEWZ2BmUBmGEcSlRqWKNIFoqB6RVmjUGDzSBrO0NcfTtDU2iTk5rU2aNJ4kamJaapooahPiGkwoTaQKorIvJs6AOCvMDDN3Fub2R4NNjCAnJ7b9keffd7/3fZ/ne7/3Ph8D3zCMLDxekkHcp9GO5cisci7ynsCHNYy4t7XNc6b/ZIUz3nbsm+a8JRIFKNz9cha9eFV1VMiWz5kojnWnBAg48KuvhtaXlgSIVv8IGR4OtYTD8PzXBFAxjPZeixxXDo4ufLBIkC9RCcv6PLQszox2xCj477gAAAgC10fCNEeab7hnjmWjyLK84C6nUrleFI+kBxGOxXyR3jsqAAB+PJP7gnbdZtXRLTFP+FDcafbkyrPnrsq7OjTMdzs63mbfaQE2FzM2y9WA9yONu0Iuxu/5w6wU/jXpA6PO4IcAwLhdAX2q5OVVekYhSUXE0fBY4N0oo9/libw3Mhqv8wbROVEeCUghQo6UyVn/1nblD7eej3169shgViCAwJTVSxJEhes330c7HS/R7YE8+uKIle6yG+i2phS69jlhaFkWvyE5AbMBAGIwx/M0QpS/UiXxv3Uyj972zt30rrVq+m97zHSSjvvwzRyTzgCPx8g1GfSr0+ZvwjNNFTjTXoHjwz/AMbIICQsy2evWeLU6lrf8UneEmVxsrPHYPK9LKSh+tpA4NefZMkHtP7ZCfroQxJxyGFVsMNS2gtZL7uOxIAamJIDDFQ44nM7I1fcG86x7R2nO0U/81kPeeMYhPkfyQT7qpaVQlKZwCgwXl5x4zd4QcMT3JPM4a554WFiyJ3I/DmzZ1nn27Ju/GmsaUsiur1aJi+cxu/1XM1yD9gOgEJvyVZDgEjyQaWII+fJ8ReVdGbodOmTV/ib1JXpf2RD9Qvte+sWj1jGlmvmTJRuN+/o+stC51dv84CcmAoAogSc0rZgZ2qmvoX/59ElaPd94UiCF7rYdGAeFsUjGjPuf5Ig1mbLicNvKmHzgYPe5p3ropo8DXe0VSy+sQcfy7zJy0huXWJo5ObqlmYzdNbZeX6/9dwAFrojPkM+Vdp45fbzuO67ZdxuXF5ua+xqvR9y+v0/NB0jAOdz+z+SySCAqi51/+48t7RkZVdULxV6pVDOr/nDnAfbKnlL9cGUWO7u/kSGYrcb+g44W7mDnUQoIR6nomOO8o80P74WBpE5npCUSHrBf/ktFyjTX5AJIpEIAkXqZhpDlJJrZYC3iRDmnnB87EJg+n+aabU/Xvl+7dljirvP5rq9Y4Nkgd1cOISgJY7RmVKaO+Zu7QsHu8XJisVDtt/nOO+mOTxgc2L2BAGdSfn2FfrtlS/Y+AGClC9iyWYp543t8pcg848EZz46vlyhUJX/Q7qb3Hm6hz31WQcsXLXrjCwdhJhBIlEhIq4RQScc/S8UG9VTaz7990L+RJpy5688l7fRrzh30qqJC+vsG4x5Rgn5mQgIpl8vF+SRJ8gkVISXTyBs1mZMVBAB4QX1VE7A1J+eGjS+ZppaTIlEKI+4+6Tp3KebqKUB0Zhp6WDldqcr8QtYYEmMsvp1Fg60PcuNeLyLjuV/rMRIAbJ0sIYWlqiwI53et07BFdmWIU16UpnmyvufqhaXJa6aF00+h/sihKhGDc06btlrR232sLTPtkUQQVsmQ7bSHtEpXGH9k3PC1BFBA/IojTvUNtQdCl4feGZtHjuh7iRabcKTeT2YZF/SbLYNrguh59yN+KMJuiTMS4XZ/5lqcpAvKGdTwNeUVTTQQtXi83qYpCSBJkk9R1JeciwI1ll6ZYk5ZpiTYjblFIm4iu1Vy3SAqGpml8k03SdN5GGK1Zsx10SyasLrvEfaZjvZ4jE2Ouq6yoozXZYvV09v39++87XNs/p6Af/m49/M5INliMYQ+ljeoK9T9XMDinwjVmtjchUOvOqQa6tcDm/iv9tvQPHwCmfUstNUx9ooFkTKz2GZ60R5/TK/Lu3cpM7DswJHWTSw+VwhMYQaifbEkAcCggDBAxcNhKgwB4mKtRAUmLsaT3IcjQT+h8C+ORj5t4nHt4UiHtZtu6G/6K3Xlyk4tWzBqW5tQ0n/xYiNtP1djVShye+zuD3z+MddUuo8NRtObFemGbQCwavajVQDxpd9SZBXNUT6gykGqoGTWjtl0hUZflXRv0i9EBpH1RhBPVgpmcv7nXdQCZP6UyG/GRrnshnFkVmc+T5iIUgCYL+QzcwldpcG4sZWHROHNeYb0h7Znmh+qTy5K3qjTr3wmO/uxSwA5uQWs1mqrN5syfzvRfirB+emj2dkNAAnTtHW1SxX6gyvM5bZHLJbnbxXPkSnKLY9bQhALU4H/GNGEQ8hjszxJBO8rpxlHKBB9ZV9r634AIJUa15kmxhsqz598zcAtczK1G4pZp9gn4HtqEAhOVPZOgpQDZMr/gvlb/H/jX2Lv1cerPpyVAAAAAElFTkSuQmCC) 19 11, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 19 11, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 19 11, auto;}
85%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG0ElEQVRYheVWe1BU9xk9e3cXdvfug7vAsryW3eW1PEQQgo9oa0RoNJhRgVYqBQclGROThjBJfMSmneiIJrbVxtGxTbS00Romj45V08gMibxEJaDZyGtZeclzYdlll737urd/OEyZFDoOYP/p+evON+f7zrn3983vHmCRQQFSNbB3iUow+IfKd9hVEUWdACWYi08stgEzYO0GygkL/WWEvRH85Bseidwsn4vPXWwD03Bx0cBt7skvec5XK1f77B4Y8lAcMO20CBbQ/wMDtBv2B+PMxea7zlWbI0ltfknsKk563MvjDlEqj2CiPYTPHe+U0815Ugam8Uoq2bjs2P70+x+qwacBX4bERJgT5yoO/HLCajjJe9IGZDbGIx6twdl/vl/OGWM+JUhxDBFAJnic9jOLq0RBPVs5WSrcc+N4DPvjn6qbAPzHCy/ODlDw0xXEtZo6TTWg0feoBIFGRRzmKXn5Qv2U4vlcSfA3ervdZvHWzWx9rB2gAEIsREG0lJ+XpSHSQlNYpcPfH8Od7t6r7Y42Q6/jL+Msc9NrhgEAfABBgU5098WP1sY0O0ox2uPG0/yraByq8hz7nTHPPOD64rENaAREbk4Y/71tRaw6JlOEiWglDKQW41BCwAJSAwdj+n/g3EXv13UN42VjHkYfHCk/cGEj86uadeX4qvBWR6RbKlqemB2m2MXg9x0nTHd++00mbba1/FcDFCBKJH1OHMyX7frRbgfa4hPxsbMAhpb1WHIrEDwjCxnDgT2OA6TXIEJbhaZjf506V2EuCtsYdeLTrJGQ4u5dqD344VMCEHoxpMX5Ib84qnlpvfhi959sPVWXi0a6LZ/NLk6ByAkVV3YclbDjwwr25NQ+dtNXbezbeR3socxTbIZoS50aS49rhCmncxU7Rs+EX2bPlo2yh1sr2NJD4X3FmqjvjZej2KUv7OiaOVdOSJdt99vddPb1FjZ24+brwBxLSJKisjcP5LwWVUzhN5w3YD75Mwj3XbNV3nrr3SrjFwdtTMBxX1Vi91bVIGeA69/3sfH0Xn77w9Up+hz/qcIV0lBnbWCSdhIV+gjJJofjevPYeD8AOFjnYC+/s8poG5gcabp/yu42Dcz6L+AQHEmHzQdG235IDqWj8/2D9Z+I380I3OtTYYO53gsP42VYvwqj48I9u/XPI+it/S63YcOZr8uuxh7WgdhSAsauhSDSwgMIWkpJw6ZnWyYtRkP7lb+7fdq+nXPxxFJRmDYq+PrylSvHNKFpp1fuW6lLP7xcO5MjU2pW6Ep0R2bWtkeosouFe25/tqOPbW0tZJ8/n82SpCBxxuEK/GSU1pekpNOVWY/A5XRbRZkyf6PB8GtTT99H/bX9JsUShWyocWhimsPncwYk60i6fPiZkVpZr5Q2uxyZqnBDdWC0IfIevd2U8Rzh9a2HtnoKLRbcA0W7KK5viIvnMgkInksoFDI0TbNzfoXEQ0v2B6wKSJuTMAdS016PSlGm13yy1ci+Vn+SLUhQnY7TlRwVSaQ6kpJKAUAZtHMRYwD1KFMEUzwlAFBivwAxKNWxgLOj5Ze/ZVf/JP0aKBDhKXlJ0y3xsXvTp5/nfRUXaVJiyLhXSFWRO9lkGekN4XA5o2aPMyMk6AWubI35e1NTRLZ8q866piWqt97Yhkn/uoSEN3lB8hsMj3u7f3DEhT3PpByZt4G7E0NjgYGJ3FsXKlvjs3QaffXA0NrwsPjVAYEfGEm5qMfedm/D2JaskTQTLF13Pa9Sfl1tkxxepM2qHBEVrLHab1p88lRT8zRAyQHaMTjU6AgtDo8ynDd0aXIS37YEscNMolrP5UAZqvXsIif6xd3WO/rmm6addf0GedbKdYUXvNcbAtjUiWd5w0dab/RWLiiQJL2VlOz1ehX8h0mKqS5JCKNpfDmJeTbE2dXOexituBpY9WVZ52ZialujeGTM4147sEK4pYO2/7Hzb513pIDICkwtRB8AoMgKgq50tTZsZ3hWVGHksmRKe+KDVw+woRvjspe+kTwICiH/ZkvFsbEvXgIe3QOxsdmCBecB1Xrdtrbzjd/5tssf9Dc+6HXR5pbhTtMg0T/8efdD87hzUDgIljY9YjtdBBEs5j/dH637ecwpl568uFB9JGSoj5QmxF8BABk3MT0h+Z1LAOUDAALIkjcklX7+wx6NdtNLKm3uNWCBiYiiKMHk/aHbLaOj1TRgdrIelhSQFIfDUdI03eHBxIBh+OalH/aRZGyEXKiVD5sarixEfy5b8U+lHnUA/tkLGzNLgHx8yNQANf/2AGDZe2mpw3JAN/8pj4dZd0AEuCUEl263WqtpwPmkTfx/419yfsIJ0gneygAAAABJRU5ErkJggg==) 19 11, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 19 11, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 19 11, auto;}
}
div.testarea{
animation:rwdcur104146 1s linear infinite forwards;
}
