@keyframes rwdcur74038 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIAUlEQVRoge2aW2wU1x3Gfzu79jpm7fXai7EX11tYwBduxlxccB2XGoKJbIhc0zikSQmiiBcigagQqtSiSC3qQxPUF6oiQmhoCgVFgAUNGDCgiBjI4hDANtTYrK/Ed3vvl9nTh7ElB+HIsWdBlfJJ83TOnO/7Zv7n/P9zzsAPeLHQRnj8rcBUoDHCPBFBGtAPOICEF6xlQqg0GAxCr9cL4OCLFvN98StAlJSUiNWrVwtABoojQRSJOZACVBYVFb2UkZGB0WhEkiRNe3v7z4BDgF9NskgY+DgrK2tRbGws887UBxpqar2+dFO0wWCI7+npmQaciQCnaqgARGlpqXiDdLmfsgcNrLVnEhdctWpVRENJDaQA36xcuVJkGUziPsWtYV63e/iFvYrC+4mxU8SKFSsEKq9KaobQ4by8vKU+n48/PE7py8fcHrBKyIMyPyI2YA5GBW4lywnp6enG9vb2ZFQKJUmNQYByk8lUHhUVxStfun2lWFoGo4LYHd3UM4SfsPQm1q4Cu7NHkiQMBsMmVAoljQpjJAN316xZk6w5fyf0MXkNXkkONISdsXUMWrRopHkYO2wYXHq04S3cyvStnmuoqqpqA+YDA5MhVyOEPszPz1/26Ou7HPAuaBwiJE6KtvRDNKfdXBinr/uxPvpSe32Si9CUJKL9r2LpOiYemdPmzE5QI5Qm+wbKgRM2m42SJ7qmZHd07GGak01Ls6Rly5YhSRKBQACNRkNDQwONV27wJtY+g0735HC6J7upqSkMlALnXoQBM1BfVFRkdrvd1NTUkJubS05ODn6/n+PHjxMKhZqAISCnoqICk8lEQ0MD1dXVpKWlYbFYuHnz5qRCaTIGTiQlJZXv2bMHs9mM3W6nvb2dc+fO4fP56oA/A8eAEPAa8LuoqKjcsrIybDYbOTk5OJ1Odu3aRX9//0fAO5PQ8r1RAYht27aJ999/X5SVlQmtViuAO8AvAd0z7pGAMuCOXq8XmzZtEkePHhU7d+4cSXAlz0u8Bei2WCyioKBAAAK4BawbbtcBL49xjRgrQzEr1q5dK2bMmCGAViDxeRioHBYtgBsoT250Pnl3VPvT17uj+kkoi8CdUe1HIqydzcNEdpQn/nQiNAPdW7ZsEefPnxcXL14Uly9fFtXV1WL79u0C6B7uMxoSStjdHx771UiJTweuokzIsXAgOTlZXLhwQXRUnhd9H/1b9P/jhOj67JK4fv26mD59ugAOjHGvhDK3qiRJGncojTuR6fV6IcvyQaB+jC4LgAM7duzQFmRmM/XUVfStXejaugk3tRK1eC5xyclUVVUtQEle3zx1vwDuabXaf5lMppe8Xq9nPLrGXQv5/f4hIPwdXT7Izs6OLiwsJOGLO8iBILIQBMIhgoEA0Z/bKSwsZPHixdHAB2MNIstyqLe3t2e8up613E0UA263G7fbTT8yQ7IfWUBgONNokXG5XDidTphk/TMa434DKSkpZqPR+F2GdzscDs/Zs2fpnzeboFZDvxzEKYcIaSV8CzKprKzk4cOHHmD3WIOYTCbJarXGj1fXuOdAMBiM8Xq9p4QQQaAOJWZHow+Iq6ur++mylwuIn5FG2BSPxjIVMm00ugbZu3cvwWDwL8CJMWheCwaDf/N4PP+RZXlQVQOyLHuFEL3Ap8AGoAdlQo82cisUCr3l8XjiNUmJtMkBWkN+HEMDnDlzhrq6ujbgDb79YS+hFHSfADuEEO/JsnxlvLomgiOA0Ol0I6VDOd8OxbcZO5G9/ZTwEpRkONJeGUnhI0gEWm02m9iwYcNoI2WjhM0a4xoxug6l/BDr1q0T2dnZI0nO8jwMgPLk5PXr14t9+/aJrVu3CpPJNNrIsxYHHUrGvRMTEyM2b94s9u/fLzZu3DhSzFVMRMhkyunDMTExm8rLyzGbzWg0Gnp6ejh9+jRDQ0O3gT8Cp4aFVwC7zWZzdn5+PomJiUyfPp2uri6OHDmC3+8/iTKvnquBBOCuxWJJczqdOJ1OcnNzWbp0KS6Xa+SD5isgfsqUKTPXrFmDEAK73U5LSwupqanExMTQ3NzcBcxFWRSeqwFQCq/KWbNmSe9IU+vktKkpH169lJgwfzZLlixBp9MxODiIz+fj2rVrpHhF+DcFP+96/MU9zz/1vTO7u7vDwOvAyYkKUGNX4lBeXt5m96PHoU/mv3LPJOljLl752nJUOOLvmgVDQ0OslJJ4S2MdWLl8XseDJ52630a1zwkhqK2tPYayrE4YahhIAO4WFxenyZ/Vuv66sKDBZkmVvF91Gmp6uy0avRRenpLaoZuZ6Ll/+7/RO7tvZ7oXp+vsdvsTYCHQNRlyNbZVfEB9R0fHRsMCm76ptik6q1HTa1xpDWUZjb02vaHPYzUEGy80Sn/3PJrT8ZO06JaWFtxu96+BLydLrtbWYmMwGLSmpqYuciRKsbpuVzD1YcAtT4vSDHq8tN3q5HN6rCcy5Di/34/D4TgJvKcGsZp7o9c6Ozs3Wq1W4wVfa8JCb+xAQmc45Orz04In+U/mx9N08XHU19d3oSQyl4rcqqEYkHNycsQsDMFLFNpvUPSgFIs8d+7ckXJhQglrLKh9wNEIWPV6/SJDeopU2+WI6yOQdH1OtG5gYACXy/Up8Hs1CdVYhZ5GPHA/IyMjbfny5fj9fmpqamhubu5DSVhPIsCpOooB2WKxjHzIC5SDv/8rHOQ5l8lqIwHlOKkX5dA7IojkrwY+oAElWVVHkOcHvFD8D+RMSScFwnIUAAAAAElFTkSuQmCC) 23 23, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIAUlEQVRoge2aW2wU1x3Gfzu79jpm7fXai7EX11tYwBduxlxccB2XGoKJbIhc0zikSQmiiBcigagQqtSiSC3qQxPUF6oiQmhoCgVFgAUNGDCgiBjI4hDANtTYrK/Ed3vvl9nTh7ElB+HIsWdBlfJJ83TOnO/7Zv7n/P9zzsAPeLHQRnj8rcBUoDHCPBFBGtAPOICEF6xlQqg0GAxCr9cL4OCLFvN98StAlJSUiNWrVwtABoojQRSJOZACVBYVFb2UkZGB0WhEkiRNe3v7z4BDgF9NskgY+DgrK2tRbGws887UBxpqar2+dFO0wWCI7+npmQaciQCnaqgARGlpqXiDdLmfsgcNrLVnEhdctWpVRENJDaQA36xcuVJkGUziPsWtYV63e/iFvYrC+4mxU8SKFSsEKq9KaobQ4by8vKU+n48/PE7py8fcHrBKyIMyPyI2YA5GBW4lywnp6enG9vb2ZFQKJUmNQYByk8lUHhUVxStfun2lWFoGo4LYHd3UM4SfsPQm1q4Cu7NHkiQMBsMmVAoljQpjJAN316xZk6w5fyf0MXkNXkkONISdsXUMWrRopHkYO2wYXHq04S3cyvStnmuoqqpqA+YDA5MhVyOEPszPz1/26Ou7HPAuaBwiJE6KtvRDNKfdXBinr/uxPvpSe32Si9CUJKL9r2LpOiYemdPmzE5QI5Qm+wbKgRM2m42SJ7qmZHd07GGak01Ls6Rly5YhSRKBQACNRkNDQwONV27wJtY+g0735HC6J7upqSkMlALnXoQBM1BfVFRkdrvd1NTUkJubS05ODn6/n+PHjxMKhZqAISCnoqICk8lEQ0MD1dXVpKWlYbFYuHnz5qRCaTIGTiQlJZXv2bMHs9mM3W6nvb2dc+fO4fP56oA/A8eAEPAa8LuoqKjcsrIybDYbOTk5OJ1Odu3aRX9//0fAO5PQ8r1RAYht27aJ999/X5SVlQmtViuAO8AvAd0z7pGAMuCOXq8XmzZtEkePHhU7d+4cSXAlz0u8Bei2WCyioKBAAAK4BawbbtcBL49xjRgrQzEr1q5dK2bMmCGAViDxeRioHBYtgBsoT250Pnl3VPvT17uj+kkoi8CdUe1HIqydzcNEdpQn/nQiNAPdW7ZsEefPnxcXL14Uly9fFtXV1WL79u0C6B7uMxoSStjdHx771UiJTweuokzIsXAgOTlZXLhwQXRUnhd9H/1b9P/jhOj67JK4fv26mD59ugAOjHGvhDK3qiRJGncojTuR6fV6IcvyQaB+jC4LgAM7duzQFmRmM/XUVfStXejaugk3tRK1eC5xyclUVVUtQEle3zx1vwDuabXaf5lMppe8Xq9nPLrGXQv5/f4hIPwdXT7Izs6OLiwsJOGLO8iBILIQBMIhgoEA0Z/bKSwsZPHixdHAB2MNIstyqLe3t2e8up613E0UA263G7fbTT8yQ7IfWUBgONNokXG5XDidTphk/TMa434DKSkpZqPR+F2GdzscDs/Zs2fpnzeboFZDvxzEKYcIaSV8CzKprKzk4cOHHmD3WIOYTCbJarXGj1fXuOdAMBiM8Xq9p4QQQaAOJWZHow+Iq6ur++mylwuIn5FG2BSPxjIVMm00ugbZu3cvwWDwL8CJMWheCwaDf/N4PP+RZXlQVQOyLHuFEL3Ap8AGoAdlQo82cisUCr3l8XjiNUmJtMkBWkN+HEMDnDlzhrq6ujbgDb79YS+hFHSfADuEEO/JsnxlvLomgiOA0Ol0I6VDOd8OxbcZO5G9/ZTwEpRkONJeGUnhI0gEWm02m9iwYcNoI2WjhM0a4xoxug6l/BDr1q0T2dnZI0nO8jwMgPLk5PXr14t9+/aJrVu3CpPJNNrIsxYHHUrGvRMTEyM2b94s9u/fLzZu3DhSzFVMRMhkyunDMTExm8rLyzGbzWg0Gnp6ejh9+jRDQ0O3gT8Cp4aFVwC7zWZzdn5+PomJiUyfPp2uri6OHDmC3+8/iTKvnquBBOCuxWJJczqdOJ1OcnNzWbp0KS6Xa+SD5isgfsqUKTPXrFmDEAK73U5LSwupqanExMTQ3NzcBcxFWRSeqwFQCq/KWbNmSe9IU+vktKkpH169lJgwfzZLlixBp9MxODiIz+fj2rVrpHhF+DcFP+96/MU9zz/1vTO7u7vDwOvAyYkKUGNX4lBeXt5m96PHoU/mv3LPJOljLl752nJUOOLvmgVDQ0OslJJ4S2MdWLl8XseDJ52630a1zwkhqK2tPYayrE4YahhIAO4WFxenyZ/Vuv66sKDBZkmVvF91Gmp6uy0avRRenpLaoZuZ6Ll/+7/RO7tvZ7oXp+vsdvsTYCHQNRlyNbZVfEB9R0fHRsMCm76ptik6q1HTa1xpDWUZjb02vaHPYzUEGy80Sn/3PJrT8ZO06JaWFtxu96+BLydLrtbWYmMwGLSmpqYuciRKsbpuVzD1YcAtT4vSDHq8tN3q5HN6rCcy5Di/34/D4TgJvKcGsZp7o9c6Ozs3Wq1W4wVfa8JCb+xAQmc45Orz04In+U/mx9N08XHU19d3oSQyl4rcqqEYkHNycsQsDMFLFNpvUPSgFIs8d+7ckXJhQglrLKh9wNEIWPV6/SJDeopU2+WI6yOQdH1OtG5gYACXy/Up8Hs1CdVYhZ5GPHA/IyMjbfny5fj9fmpqamhubu5DSVhPIsCpOooB2WKxjHzIC5SDv/8rHOQ5l8lqIwHlOKkX5dA7IojkrwY+oAElWVVHkOcHvFD8D+RMSScFwnIUAAAAAElFTkSuQmCC) 23 23, auto;}
}
div.testarea{
animation:rwdcur74038 0.8s linear infinite forwards;
}
