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85.714285714286%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHbUlEQVRYhc2We1BU9xXHP/fuC3aRx7LAoggISsEnYiIUrJ0oE42ZatJkjDVtTeyo7Vht2kw6U9PEpp3WzsROnEYnMqPTtMXS+EzbGKPR1mitRqIuAkpE5CEs7LIssO/du/fe/gEqKALtH03PzM7OnPM753x+j/v9/eD/yGIWZG1L/F83Fe40n15QVpUet7hUcE/aBuw52bTBN54COgrzgaVDXP+SsF38TwEs84qWdpvNmQhyHHbH53U+v2dXR6t3t4TtYY2Nk6ckbEsyJy1PTEjKlmUZRZFx3g7tyNA8/srJpg3R8QBoATRMBbS03PZgiLWQMTljZjAUeKffc32Kr7fw94AReHow5y0JmysnL/ntyZOz1ur1BjyePmQ5H1HsISs97SXZyVtA27gBROIADaImESlmGR3Oj7Ak3Gbd4nU/7vGH1loTC8SpaXPMAA1NH7/Q5OuMfnnWygyn93PONBwiLm4Den0C3d2VoBlP2/sA7pheq8dqthCOPE3djT/y6+IXCQqiRQRMwkDl6TNXT+xXo9T7O+npceCMPEmiYRI+bx2xMU76ekPvT8Di/q8ATLEKBjGMQeNm05K1iKKWCXePyZ0EgWRBxwJTBnn5X6fLcwBJDpBjELCavsr2MzurJXaN6wADiIP/Hq/X+25xTjkdLft4dHIqc8x5CPc1H5YoiFg1RpYULmGS2MjqglIWZS5XgAiAjkL9opxd+nEBSNgizY3umonmmWxY9hp5ydPIEA2jtL9npbFWnpu1HL8q895nu3dL2LYPht5esXna+fLciuzxrADA/oaWMzfG0fMBSxZ0xOmMJBoKJw71L3umqGj1T2ccKc+tMI8JIGGzd7mbfAD9YQ/Vrae55bo+YlJHXzPVrafpDXQDA2KSpI9Hq9HnDx0XE6tnyYq5hWu3zjhenluRMSrAUHOHetn0px/iTr4FQFBVCKnK3Xijs45D3b8lbPIMy1uYNydnqnnV+qE+jUZg+bNFj3ztu9kHRgUoz61YODv3iWGUmdOs9KgSdUqAa0oQjyrfi2WmE59qGlYsyWjWryn7xhodhcPuFINBx1cWT5muo3DZiADluRXa9Mlpz8+yFKTO1ZiYZ0hmc/l3cHrcpM0SMab76IvcJq5IxlSgkjIhncTWAvpuhIYV02v1JBpjSoH4O744w4B+5E5Li9/ys2e/paPQODRHC9DpvZSYn7xifXZMIloErFMtbHxhPSn5IAgyln4Rt0smP19EDstYiucy+8AjyP7hswlEfNx01h8ELHuqXl8kiiLC4KdkNBopW1CyCg6+ATQ8sBc6CpdW/eBST3NdWO3sC6jeUFiVZEkNS2G1ta1VDYQCaru9Q5Vk6YGf/aKs/v0ll/rt4leP6ihc/vKPtrc2XAmpXc0RVZIl1d8bVYP+gbE/2fL6pQe2AEDC9tEp3/F1LX2tAVVVUdUBvyAItN1u5/0jf0Ov1z0AHgwGuew44Tls+11l1adHn587fc7EJP/S1Lb3RHyXtTgvirTuF4n0CcghUKL3K+sQ27N3y+GW08mhjTuKqqYVpMXnZacjCAIlJfMpKZk/LLG6+hJSJEL5ws0Afwb2Aday2avesSRkAdD/mUD/oJy5a0TcZwVc/xwFAOBk04YPgxt/VTb/ueD34k2G5au/uSojKyvzbry9Vab+EwV7rZVUWcsHm44BrO/ob3nqbOMxl14FVVWQUIfVdZ8dWVdHVVsdhU+d+vTdI9O+lHfXd/4PKjF2LSmCfkQR6exvo9rXTrp1NrliDGbh3hwdnm52nv755Q/rd8576Arcb97egZnoNAITYjTk6jREhRH1C4D0hEzmKBGudF9DTJmOHZEpogFJlTnrvNXm6k9aN3T8wysNmu2DAQU0GjSIokBq8VgZkBqXjtbvIqrKBFG4pgSpC/dTfbmm8mL7Ly6PG2BqShGqosPbqxKVB1bCMlsh5XGF4BBpvt9idSaW5SzB1vAXVFXF4W6h9vqlw8DW+8eOugWZluIYQTJSfVihdKVMxkQRBOgXojQqErlizMBLySiTvRokn4D9oIgaBVHQ4HL0Rc9FKn01troX0+LmnBnpoToqwKTs+L3JSWnIDhH7dQlVcZFmTSOEQhiVCCom4ERbFd+ftBLJrxCdLSJc1iEiIIYS/1p5fM0zALWOkXuMCqAVkmhyniVTO4HIx0UcP1HvcSbtDxh9pVaTUsB51yc8ZinD3eVnx5uVyBEdKcEnKUCLSRM7WumxAcpzK5a2+c9pRYeLesDr72Jr1S93ArsezQwfmVvWPr+57x/c9NTh9vQwq2UxtTdPYbUe4qjnCmXmx3AFG8cEeOgjOqqIr6RO0cwXBm+TC7fO2LsdnjUSNkd20hMz/KarJYKgEpB6aHc24FVaaHNcR4wZuCGbvY1cbT53LBCwnxgN4KFfQWd/GwxRs3A4HJWwuQAutOxDUSN3Y7IsY7e3nwkEgu13fN3dDvpc0mtjLMCoZ+Dlq7W1VkAPoMjKG0Nir9bV12UAcYOxN11doQvmNEN2zdWa3wCoirpXwhYYC+ALt38DHXAbgR8JfJMAAAAASUVORK5CYII=) 15 16, auto;}
}
div.testarea{
animation:rwdcur120242 0.7s linear infinite forwards;
}
