@keyframes rwdcur81338 {
0%,19.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF0ElEQVRYhe3VXUxb5x3H8e85Nj5+AWPzNgwGm2AMsRGBhKYriUgqlZZOUbpKrSq1u97d1kjRLttd7KLbRS+mamovuqrK1CmqWnVLs2ksS7J2SVOgShCQJiEQjFNsjm3wC345ts/LLvaWTVmgJFFv+rt7pKPn99E5z/888G2+4Qh3Lp58nGOjo/WPFCpeczotRufmYkuCEO6uqTFdnJ+fn0kmk2uA8tAAP3vF+d5PjtlfrIohUhkfV67EOXXKSXt7r1pXV3trYuJP56anpz/O5/OfAvkHATDduRh+tOuFkQP+cK2+gMsFgb4AobCZWOy22NQ02Pjyy8f2jh46dDS0e/czLperNpVKFYrFYhrQHghgYKD10eH9oRGXS0DLXMQs5GlutbI77OKTT69QVxsWRh57TBoeHvaEw+Exn6/re4mE3LG2thYH5PsGWK1at99ff6S7L4BZzKNmb0ApilWK4fPnePfdKL5de2hocDM7+4UQifzBNTBwcL/bbR9PJle+LBb1FFDeMaBScb2gqh0j/f12mr4jgRJFU0sY5U1qLRks4gqXLnvo6gpgGDp+31WGh6vCoUOC++BB97jZLA6AkFAULV4ua9v6LP8FKJUUR2Nj53P19bViV7eETYphlPMYBqAbdLZXuHY1RlT2Eg73c+1anj0Dt+js9NDb63c88YQvHAy6XnI6LQNLS9lcsahGAH3bAMPQlWq1eqS+vq8xmTLR3JKgTkr9ewtRAK8nzR8nMrS0DREIDDEzeRpv21UsFgHJWk93t8c0NOTt3bvX85TVaulQVWM5kShsAMaWAEDJ5bK7ZTk1hOEV4vEgol7F0yJjEsEwwGHXaW1a5v1TNoK9IUzSMKvXp/C1nEUwNhDMBrXOOqGvr90xOOjd39hYe2RqKrZRKJRvAtWtACqgapr2TDS6Iml6LfnKPtIbDpobijjsBXQDYgkzH36cZnZ+FU0z+NslmbaGTZocS6DEoCoDKdwNJsKhZteBg21jdrvRPD29MQlG6V4AgDXgWV3XWmVZRk6kMdn2EU/uwi7dIpWW+PC0G5N9hMMj9bS29YGpgXN/jdLVXsBVl0YtraMVo+ilm9QYK/g7dcuuHnWvWi56ZmYr5w3jP5NyN0DFMAyHxSKNhUIuwWIpMjcXpay7ySqPc/XLDJ9ddnD8h1XU0jL+thhO9yPEU04UfZgaFiiVRLK5CtmMymZ2k0I6jlXKig5Xpa+Y5cSNRWPjX2Xmux0MXdf/LIqmHx0+3O0fH2/lrbcucPHiFIVCkWzGRjioYrO2cH5mhD2Zk/SED5DLZeno/j5fLHtJJWSWZt9+x+ddPasLUK3qWO0KmwX0WJy1O7uEuwEAC/CL55//7o9fe22f2NSY5fcfnOWXb5jIKw5amut4/acOVKMHtfw50/MHOPPJil4sFr6Kx+PRZDK5oCjKG+Vyeeb/7H/PMwD/+LevSlLp6aNH290dna0Ee9IEWpdYuGmwfNtgdU1AU/MsrPTwm5MXopGV6OtLS0s/TyaTb5fL5Q80TVvdqvxeAIAEaPOjo+6ng0Gfo6ZGJNC+SCiQIxbTuHTZxOy1MrE1pbK6Gj8ly/Lxf5bm+RqX070A5PPauigKg2NjnSHJWg9GmiZHiv7eEsmUSDLTDHB7cXHxuGEY8e2WbhsAlEFIBoPuHwQCHlEw6RilGHV2hUBXib+ctxOT87PpdPrXQGEnAHGrByKR/GdnzkROy3JJx9SOaG3BMMAmAfom6+sbC0BmJ+XbAuRy1cqJEzfenJz8KgUuBGsLogjo0OtPvLO5mfsVUHloAID1deXcRx/dPBmJFBAsHYg1EgBdnZwFthy1+wYA6uRk/M2JieVoqezCJDVgNoN61/vt4QC4fj2x8Oqr5165MrOeF21ezBYRZccvfgcAQE8kcu+/99v5EzdWSio2C1bb/QO2GsP/jTo9nfxcrSgem7PSH1nUf3dhirn7Z3z9OI+Om4L7B3F+E+Xf5oHm78j2mhQkrKSfAAAAAElFTkSuQmCC) 3 3, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur81338 0.5s linear infinite forwards;
}
