@keyframes rwdcur73918 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH2UlEQVRYhe2WaXjU1RXGf//5/yeTzCQhmezbEJaEBAhCgAihASwErFqVsj2AFSIUcGkLjTy4kIqAihpAsSKaohaxsrkgokVtEjZDWE0CmIRAFgJZhsySmUxmv/1GmyII/dIvvh/vfc95z/Oec89z4Wf8jJ/xf4Z0O+TcVZHCWh2LFOgnSBUHshPaUzBWQPivylHpBFpTCleOhaMZs4/jb3X8ZP5bKmDs4gkiJK6Z5tM+ghO1aG1JuEM6cP0wFOtFGxG/OYpMMKGWdNrPC0grQziiiZANfPW3T26qobrZZVTMs2LsUwYRGd+NLHSMf2owOZmLychTk6Bej67uLkZ/WIHsTCbUkkZLlYJIP4jsSEYfYODyIT0jR+eJ/8mBhKRnxbTjr5MiFnHqgwH0nbqfkqUbUZ8tJbHoAxKvTsVl9GLRKoSE11Pzeg6axYtp/OtQQvt7aP86ASXCT8yEamR7Anvf2PmjWvKPHfaO6hBJ5jQ0ZheVe2bSsi0IMeAouqsSYSvXkuwo5MxH1ejGnaPrZCpm+Rg5ef0pXTSJrNea6HzvASz+VhLuPovijKejTtCn39iVjXUnnv/JFuQ39RW/v5DH/Z/Vokz+J1kbl5I+r46okZcJSdARbhtH6asNJD7SgKdiKIEZ5biP3Uu9q4i4LDchci/a2tO4+w0rshzJ1WqJII0Or1PPXQVJ17WjhwMP5xWKhneTab3YStvpe6hfvwB9UgdqbzYeo8BnScAXe4neSeDqSEXby4taTiDqjjbc56NxmAQxWaCPuUDYKB22g8lISgu25lQCR3+OrFFzsdTYw4VrfXn4iQVCG7sEY52O+DsOotyzgmDnJA4vSSVjrpGN8wpvOC/PbNssXF1mfF0+jPXhxM86xPk3swnO2Y3z242Y4paiiqxF+n42+mQHOza8eS2XBJAc5hBD7y8mac1sZEnNlcLnOV00gsmvnGB8ZjDTsufd0nMt+Og1YZNasXwfSdDAWhxleeiG7cE28B1aXn2MCEMLNqPMl9vfuZZPBfD01dkMeehzqoa/x6H0LfQZ38oj9asZ1tdLUb71VrQBWD1riaTrjkGnk3GdG4I693G0njQsL1Qgx57C69cSGurrEaMC2Lv5IDUHXGS9FMfjJ4JwuK1YPxzO3wtk/L0ct1wAwAt5S6XYEX3RJUicKyiiPWonutwp3Jn7EKazHnQjnT340gTNceEmGbuiMLp8MpamWiwvrsTlE3hkH+a2EO5YvoVtC47d1tp+riZfmL634yh7gsw5Tez+7QWSl32K6ux9bFmf/+8WmLK1ZK9rZ+75LQQ2GWicXoYU2YXNqeD0qsh85n08qtbbcgHg3NqBGLWluMVfaLOXMqzkeTgzjZiI8B48VWZEDd2zx1Dv/jP1LUeIm1lFXVk84X0sDHz0A7q8TVyt1JKpXnfTlfrfaCm+jwz1+/hsvfl01nO0rz1JeFgXvWJ1PXhKlfFucsrv5cTyKEJqHqUuIJqshZtQZW6ns6sD86loOrfPIGBUBamWJ0Vt1Y2f438ibe7b2JK/Q572HanOGgyDRhLiHMTy+ff2iFfNK56O8ot/EDE8k1OG3vzpSCtDX/wMo/kS5rIkrNtmoxleTWdXGFKzmvSUp8XkRfk3dEOvXyNy8jJEReEfuFK0iSEp03E47+PCqak41Meu4ytnmotxNapps25meq6e2sSFXK2zYjvSl+7PZqAde5qOthi89YEokSoSxzgI7neeCes0ov24jHJ4Bp3+aPqOtXHmkJ4BM3aRPKMBu7GQyLsUjnxTgqd8ML1WLGD1o/uuc09p3h2MqXAhho5lfCFpyNbvQGjWEP7x27Dkfoz7JyI1BqLSSySOcxA64BJW5VtMlTLSiUlY3bEkZjlo+CGAwRMtZCTNpSl/BOa4dHLHF+BzX8GUsQJD6TZg33UOqAxxOQQ4nuALKQjDZD/3PLOfhGVlRO2fj1S1FvU5NV6Vlt4Tu4lO6cSm+RJzLXiP34m7M42I9G5CE+1Ym+MZuGELDdGrcFRaaNynY+ucAvQlf8S4bC8rCqb86Owo/nH7iP2kkfRVq5m//SAnVa9hbRRcOlJBYLFMRPRChhXWYS4/iTGsCHuzB3t1FLrWUdjDvKQP8VGy+S0ee7UFteZ9bP2CCXn5AGmpO7AlFlP8hoYDR1++4eAqzosK1c+q6H+6H3t/rUZZdR7MJXRuWESSyGGPVcUUEUDwuocIanFhfzOSrAtfcSbez7zlFrr7ryZq/mi+29VNePxWKroHYZjsJ2/hUio9Zg5sct78S3b0sUGkntqFzW9gz5Ec7Ju2Mn7QTMatETSNKUef4KD/A5/j9jsQVglXo4y3rQ8NNen8cGgksSMcqGPOkjSxmVaxjyGoOHw0gIZ3V7JOe3NxAHmCp3hlpzuJYpVMdIqXl/eUcCLyObr6HCYiexemT4/iKn0QnZKJWR1IwIVeyK2jaNRIKDrBuAcruNzVht8TiiI5ieyj4pcFlbwwe+ytre4nG/uJeVt3i6j0y2JnSZN4yTdA5HdrxOJzAeKBIp0YqV4n5ihuEaJxialzXeJD78OiwBssfndWJ7LmRokp2kqRq+kSmtgu8XVV021tSwDFbm9GxOURaBpM+eZXUHzDsCaaUflN1H8cwgBpFhaVD5dOTbyhGxMNdAsPKiEITnTj9rXxjWuIRCtMyrhdefgXjiNEUVmXL9wAAAAASUVORK5CYII=) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur73918 2.6666666666667s linear infinite forwards;
}
