@keyframes rwdcur80314 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJElEQVRYhbVXS2siWRT+FF+JtWhME40QaMgmyCS4yGqYRRb5Bc0sQ2B2If+hF0MW+QHSq4HAiBK6e2fDxEXALBrcxZB0NAguroubykBVEatS3qtV3lloiVGr1M70BwVSnjqP7557Hj7MjwAAKZfLJVKpVCocDidUVY2trKyojDG5Wq1W9/f3ZQAGAGsBvTOxXCwWdwghGU3TaqZpCs65YIwJQkiFcy4458I0TaFpWo0QkikWizsAll9rOFAoFNKU0i+madq2bYtR2LYtCCGVXq838d40TZtS+qVQKKTRZ27xqGu12pGu60/jBmY54KDX6wld159qtdrRomysNhqNj4yxqYrndcABY0zU6/UMgNVpxvzjkdfr9Q/BYPBXn8/3I8xNwLIsRCKR3xqNxgfMYCJQq9WOGGPCMAzRbDYrnPNXMTCqhzEmBscxPScKhUJa1/WnaR9PA+dcEEIq3W53pnEHuq4/DRJzCIfnZUrp34lE4vdR6p+fn6Gq6nU8Hk+HQiH0ej20221mGMaFYRg3lNJ2MplckiRpW5KkvaWlpYjf75/4zoEQArIsf04mk38AMId/FIvFHdM0ba9IWq2WoJSe5fP51OAsnfzxA1jO5/MpSumZoiiezJmmaZ+fn++8OHtCSGb8no9CURRRLpdPAEheSQRAKpfLJ61Wy1XXIHcyo7nwRtO0mtcHlNKzOYwPnaCUnnkFpGnaHYA3AODP5XKJcDi86aat3W6zUql0jH6NnwdGqVQ6brfbzE0gHA6nstlsvy5cXV2997pusix/xeJ1fVmW5a9uOjnnolKpvAcAfyQSSQD9DB1/LMuCYRg3AFyjcQEzDOPGsqypegEgFAqtAkBAUZRYNBq9dtNEKW0D6C3oQO/i4oJvbm666r2/v38LAIFYLKbG4/F0MBicELIsC91u9x/0r9oiTvgPDw/DANIeMn8BQIBzLvt8Pvj9420BCIVCkCRpG0AEo4VjNiIAtmfIyADgr1arVdu2XaUkSdrL5/PvFjAOAO8A7M2Q+e78+N/rAIAzAMLjGdYBYI5K2Gq15q6Ep6enJzOMCwAvKqFnL+Cci2azWVEUZa5e0Gq1xOXlZcXDuA1g2As8u2Gn08Hj4+N1LBZLR6PRiW748PDA19bWwuPdsNPpoFwuX+/u7k67BZ8BvOyGwOQ84ERuGMbUY+l2u8Op2I25KUw8weNqDieiWcaF6A+dhJCKV+5MccJ9InKOotFofJxlfF4HxpzIYEpPGa8+5sbGxp+MsW+BwA+N8xMQQmB9ff0bgGMsUMxm7gWzGHjNXuDA2Yw+TduM3BwY2Yw+vWYzesHG+fm5sxveObuhMxU7STvYDe8IIZnBzDdX1ItsHwEAUjabXd3a2volFAqtqqr6NhaLqZ1OR769vf1+cHDwL37CdvxT8R9ItELQuCN7/AAAAABJRU5ErkJggg==) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAENUlEQVRYhcVXO2vjWBT+LGzLcW4xZAbbcTXlYjbBRaply/yCYYsp0mwX8heG2SaE+QFmILDVGpuQTefA2sWwDqRwFw/JxAITF3JxIxZkEflG0o0l3S0cBa0jv2YY9oNb2JLO+c7jnkcMiyMOgFQqlVyhUCjIspwbDAZrL1++HDiOo3U6nc7Ozo4GgAFwl5A7F+lGo7GlqmrJMAzFsizBOReO4whVVducc8E5F5ZlCcMwFFVVS41GYwtA+lsVx2u1WpFSemJZlud5ngjD8zyhqmrb9/1n/1uW5VFKT2q1WhFjzy1vtaIoe8Ph8G5SwTwCAXzfF8Ph8E5RlL1lvZHp9XofHceJFLwogQCO44hut1sCkIlSJk1a3u123ycSiZ9isdjXeO4ZXNdFKpX6udfrvcccT8QVRdlzHEcwxkS/329zzr/JA2E5juOIx3BE50StVisOh8O7qI+jwDkXqqq2R6PRXOUBhsPh3WNiPiHwc5pS+kcul/sl7Pr7+3sMBoPP2Wy2mEwm4fs+bNt2GGOfGGOXlFI7n8+vEEI2CSHbKysrKUmSnn0XQAgBTdP+zOfzvwKwnh40Go0ty7K8WZaYpikopUfVarXwGMsgfyQA6Wq1WqCUHum6PtNzlmV59Xp96z+xV1W1NHnPw9B1XbRarQ8AyKwkAkBardYH0zSnynrMnVI4F14YhqHM+oBSerSA8icSlNKjWQYZhnEN4AUASJVKJSfL8g/TpNm27TSbzX2Ma/wiYM1mc9+2bWfaC7IsF8rl8rguXFxcvJl13TRNO8XydT2tadrpNJmcc9Fut98AgJRKpXLAOEMnj+u6YIxdAphqzRQ4jLFL13Uj5QJAMpnMAEBc1/W11dXVz9MkUUptAP6SBPzb21ueSCSmyh0MBq8AIL62tjbIZrPFRCLx7CXXdTEajf7C+KotQ0JaX1+Xc7lcMR5/XvhGoxEYY78DQJxzrsViMUjSZFsAkskkCCGbAFIIF475SBFCNsNFKIxYLIaHhwcNAKROp9PxPG+qJELIdrVafb2EclSr1deEkO1pzz3Pw9XV1Zfg9/9bBwAw0zQ/+X50iCVJAiHkbavVercACXJwcPBOluW3USEFAN/3YZrm3wjXlVm9gHMu+v1+W9f1mb0AQAHAEQCxv7/fZoxFWh/VC4BxNzyZ7O2B8kCY53mCMWZrmnZ6c3NzcHh4+BuAAwCnAGwAIjhRJHzfF5TSY0QVtsl5YFL5JEajkTg7O2uHlU6eSRJR80AYTxPRPOWBNfMIhEnMnYiCUPR6vY/zlC9DICDxOJgu1FMy3W63NG8qXoYAgKlT8VRPzNsLFiRwB2DpvSBAsBkdR21Gcwh4AI4BfPVmFEa6Xq8Hu+F1sBtyzqMIXGPs7oV3w2W2jzgAUi6XMxsbGz8mk8nM+fn5q93d3QEADcAXAP/gO2zH3xX/ApB3OSCzJKCLAAAAAElFTkSuQmCC) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEN0lEQVRYhbVXz2saWxT+HMxozF0UWxLjqhAID3kJLrLJ4y3zF5QuugiBt/VfKCU8QukfIN0GKhlCX3d2ERfl4aLg0hCrA0EXY2A0D5whM5PxXnXmvkWcMFUnow354C4cnfN959zj+RHB/IgCICcnJ6lMJpOJxWIpTdOSz58/1yil3Uaj0djf3+8CsACMFrAbikSpVNpRFCWv67ps2zZnjHFKKVcUpcoY44wxbts213VdVhQlXyqVdgAkHkscLRaLWVVVv9i27TiOw/1wHIcrilJ1XXfquW3bjqqqX4rFYhZ3kVvca1mWc6Zp3kwShAnw4LouN03zRpbl3KLRWG21Wh8ppTMNzyvAA6WUX15e5gGsziITJj0H8O7q6uqPSCTyK5Gbwmg0Qjwe/7PVar1DSCSiAHIAOABeLperjLFHRcCyLN5ut6te0o6vIzAnsgBuPAFhIhhjXFGU6nA4DCX3YJrmzTgx7+HFOQHgE4DXk6rK5fL57u5uVhRFuK6Lfr9PLcv6ZlnWhaqq/XQ6vUwI2SaE7C0vL8cFQcDt7S00TTtfW1vLiqJ4b4tzjm63+086nf4LgO3n2QHg+L2fjIRhGFxV1VNJkjJjwV7+CAASkiRlVFU97fV6U577Ydu2c3Z2tjN59/kgcu8cHx9/AECC7m8MUqlUPhiGEZY7efhy4RkAOUTA6Rzk9yJUVT2dLFx+6LpeH/MCAH4LIe8DyMxJDgCQJCljWVY/SIBt27xQKGx6v38VIuArFq/riW63+zVIAGOMV6vVV8BdAqVCjF0AoAsKoJZlXYxGI3DOpw4AiKK4CgDRo6OjJOf8PMgS57x/eHjoLijA7XQ6bGlpKdCupmkvAAD1ej1HKeWO40wdxhhvNpvvMV2ywyA0m833jLGZdimlvF6v5wAgyhjrRiIRCMI0hyiKIIRsA4hjonCEIE4I2fYXIT8ikQgGg0EXAIRGo9FwHCfQEiFkT5KklwuQQ5Kkl4SQvaDvHcdBrVb74X1+puu6/FDhUFX1yeqAAMAyDOOb687OM0EQQAh5U6lU3s4hglQqlbexWOzNrCsFANd1YRjGv7ibHe9QKpV2bNueKZkxxtvtdrXX683VCwzD4O12u2pZVlAR+qkX3HdDVVU/pVKp1/5BZDAY4Pr6+jyZTGZXVlamumGn02Hr6+uxyW44+Z4H/kA3RLFYzJqmeTPpeZAnw+Hwfip+KHL+92fNA35EZVnOUUpDyTm/GzoVRak+lGx+O/NMRACQaLVaH8PI5xXgFzEeTKd6ymSq2hsbG39TSr9Ho780zk+Bc47hcPh9c3PzCAsUs9C9ICwCj9kLPHib0edZm1GQAN9m9Pkxm9FP0Tg7O/N2w7q3G3pTsZe0492wrihKfvw/n8vrRbaPKABSKBRWt7a2fhdFcVXTtBfJZFIbDAbdWq324+Dg4D88wXb8pPgfN9RC26BCTpYAAAAASUVORK5CYII=) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur80314 1.0666666666667s linear infinite forwards;
}
