@keyframes rwdcur205576 {
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75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAMbElEQVR4nO2be3Bc113HP/exb+1q9ZallSxZbzt20qRJlJjEG+h4lqYpUNoyQ9SiUpgOCUMJUCZtYVpPJwMMZaB/QCAMgwhiSoCUmfxB1FRllKZxHZqmsVM7sqxYlrzalVePXa32cd+HP1bxI7S2tNq11Rk+M9Ls3rvnd3/f3z3nd84951z4fyrHZJivT4aJ3Wo/toNcKUOTYf4F+BDgr5TNm0HFAgAMAseAhybDHK2g3aqiVtDWF4E3gH4gUUG71UVM87XNv+ad2poM89hkmEOV8OtmoQK/s/lZFtP8mTRIfAf2fhlYAk7t2LObhIwAci5w5N8GPium6SzH0GSYjwKRinp3EyglwYteWPaB5foD4LfKDMLnKbX/w5NhuirnYnUpBSDhgdcDcMkLlutJ4DNimrbtGgvcV4urx/97wM9W2M+qcaUbXPAhXg8gUl6w1C8Aj281MU6G6fffHfJ3P1xH04MhAvfWVsvfinOlGxQC+x0Pji1Q7hUorcUvoNiqmOYpaZDs9Yy4BwLf7HmkrqvuvrsIdqewb1+Eb65X3flKcLkG2AIsR6DPuCm86sNc8oCQ/xA4xvT1B0yHPtVEw+EQxZY/Qh38mBUcDjlV97xCyAAOJfGWLbAcQfGci/VX/GgXvSB4TMDXtmow7/uFT0VgvGoeV5hSAGyBvRkA0xaYJuRmFFa/6yV/wedG8EkxzV9fx84DhdOFH/lSX+Xb//HZv3jod8NnR2LR37hJGnaEJN5G6C/Vo532YRTAtASGJTBsB0u18QyaNA5r1O7T15D4V2mQx682MBKLfgsI7W+ybgs0S/601UHBCJDLZhayq8tPjU9MPXOLtG0JFcBxxGYToFQDbAfTcjA0yL8lo9kubMepr+81B98tOBKL1gDPtXR0RSVJVtcAyVNDfiONkGxkWe4EPjcSi8rjE1N/e4v03RAVNhOgLXD8DsFhA7XZRsgCB4EjBJJq46t1APaLtzkmDfGlzbIfzG9k6RvqYfFiEr/fyxoOtmXhrwlhmWZvLrN28FYKvBGlGiDA8dkE3m8Q2F9EDerjkswPfkKZ1NVf2iJN1NR4Gdq/j9pwiGLRIJ0uYFkmlmlWXcBOUQGE18Z/j01gSEcJ6v8myfy5NLi1B5r+wV5UVSEYDKDpBm6vD9vKEigkaXYvU5TVO0di0Q+PT0y9UF0p5SEDuHtMag4VUIL6C5LMV7Yo3gCeyW3kjOz6BovxJU7PLFI0TCyzSH/oEne1p6jzaMPAr1RVxQ5QAXx7iyAxCXxOGmRmKwXHJ6YKwGeAjze3t7oVReF/llU+EbsPv8ePK72EiUXWcFfR/Z2jIvGdzc+flgZZKMfIgUNDeDxujJllurp7WfV6+d75OfLZms08oFXO4wqjSoMc2amRzq59KJLF/S6VxOxrrK5uUFtXR02olkJug8xKKjQSi0bGJ6Z2MtlSFSoyJ9i3/zCJhZM0ODYAPp8Xx0mRTufx1wQBPpSKz8vAw5W4XiUpe1Z49sSUmD0xJQCu/CtRV1dLOBz8sWXKvV61kMopNBKLdgI/3PwafvTTj8put4wQV/TNzy8xN7cEgBACrZA3Ll288N/jE1M/v1OnK8m2a8BILLrf5fa83NbdVw/Ut3X3yY5jXiM+k8myvp4DoJDbIDl/ntWlhBuIjsSiL1bK+UpQTg5wy5rWFT75FomQl0hHI4pybRwTi0tohQIDAxECAR+ObaHpBsnEsncpufbgSCz6KsD4xNThSojYCdsOgLKwiKMopFoauePe97F37x4URbl8PpvNsXYxif3OBXKJJIXWVqQ9LYRrA/QPdBPp2OOfbw7e/6MfvFVRIeWy7QBI588h7e3D0zdAX383fr8PSSqlkmw2RzK5Qja1RsfxV2hSwOm9nfTeCDMdrTTu7cSxHRxHucFVbh7lNIGErCh/6qRWngy8PVs60NCIqSjkNvJkMnl8RZMGGcIycP4k2uxJFu98AE32AWDbduUU7JBtB2BMIzV6fvrvsuenn1x5CRoUIPoIuFzUABawvpZmw4GVzTLrAqzMOrnF0pKhECIH/E2lROyEsrrBUS+NKvzlHhjpdoEsgQ9QgGULkg6YlKLr2SyTgnenljPA2JjGEzv2vgKU1Rhv+0AUOxKRs6rnowsbOhcMk6INqzbkRSmqOUqibUpBePcYcGFM45HKuL9ztp8DYqP+GbRYRF3/Op1BgisZAkaedaAIyIOHkH2ltq5oRTIry6wvJyvrdQXZVgBGYlHvsqt4NCUHnv+G7gXgN/HQuWloHggPvx9PuBbDsMisrpKenUGxbVhLXc/0LWPLI8EvD9eoIfSj+zwb//mBDh99ikSHYzOAwCuVqrgC9A1E6O5qJuB3IRwHakNIg/24e/tx7etDbu+WR2LRcPUkbY/t1IAP93D231ua+plW9/Gxbi+Jf3yWAy4NlwfOGRBx4Idf+SsykoSwHZzefYQGBujo7qCxIYhumCzML/cvnp85DbRXS9R22FIS/PJwza+GGzx/f/sBv/dAe5GTL8+x/OY5+tdT7FEFMhBWoFkBt6lTo+tIlsF8/xG+X9fD2bwLy4S2GigUTAK14UB3Q/DxU7MXvlplfTfkhjVg1MuoGnA/dWjIF2qqhRdeztCz18vS95PXRE8BkEoGFSBz4Od4O9REGgVsMFI68xfTuIXgfS0uGXa+JacSbKUJ1GdW9Lb5hIpuuWls9KKqV4YPcwZ0uUB9z4iiJRLk8bubOXjHXViOm+e+8QLPpkwiMli2RWtldZTNlpKgUbBJLOrMxw0UVeLMdOHyuRkHLlhgCEjZkHMgPXQAb2c9kaYAfjmP21plf7uPT7R6iDswm//pGgpPmrrzbHrV+CRAoWBTzOiXT9YA79iwDigOZATocpGfGVriwKCEVJhjKa7RKgSis4FfE2mWL61lgd+viqJtcsMk+KbFpdt0+7xQ5VrDEAezaRPHFpjrFo2URnkWEBel4XAWUMI6h4+adA8cIZNpYu6VZ5FMC5fqxxAqZjqRHp+YerTK2rbElrrBMY1ToynjT4qlLXAAKOBNw2NhIAysXfX72kYPblXGzisk4zJnZnU6Iwvkk3mKomcNeLqyMsqn3DnBGskwR5Tjrz4doZRILlHq2NPAnmgDwx8M0RqUSZzWmI1buFwyZ09nSZzJT49pDFVQw47Y9rPASCwaUl3uj7gDwacNuGZXpbZpMDWX56V/1mhq9RIOu/H5FAzTwTCcDFxeiNkVbPtp8FBv15Dqdr/Y2duD8HkR9S2oLW2ore2sB4LU2iBSG5g+BU1zyKzp2A44sptz8dAb/5TK/FI1hJRLWQsjqkuhuTVMW/tDJJOZ0gYLy2EpPs/SxRr2JHzo83ESQDDiQchedK0B+UCbd6S3a1etEJUTAMc0rNxifK0mEqmjuTmIJMkkkxkQUHfwIPnWPZhL7fgsi0JmlQ27Fm9LD0119Xcm5ma/BbsnB2w7Cc6emBLHjh0bAOmstDmMat/Xz3IijpbP0dLRxV13H+COu4+Qzeb53ssTrKzmkADD0EnMzU6PT0ztmgBse2GkdzgqCSFmhXCGHNuhrasXRVFpbuvAFwiykoyzGF/knbNvcCl+BkmWkCQJXdNIxRdeBx6ogo6yKasbBNh8pk939u9HlktxvLS4QHEj+0SorvaI2+P5RRBoRR3TsHAcG1PXj++GxZCrKSsJjsSirbKiPtcS2Yss/Z8YLmTT658HjGBdw8eD4SYAdL3I2tLue5Fk6wGIjd7D5vg9HlRqHh4KPujxlt6PWl3NYdsOK9SSxMeJieemR2LRBdXlxrM5P3j12uFuYmsBiI0O+zzeLyleXwxg2SWzYAa4vb5U9dNpifOrJrOaylvlTTTfMrZaAzQBGUmSULx+FoEXl2xUfQOAlbTOG6sGp81r77I/4KauLoBhWmiFwo8xe+vZ2u2afXPJ6r7tnOw4LcCQY5nkDIPvxDOcWNaeOZWzXl12eA14Dfg2s29eemD4nqMde9vv7+xsweNxoesGpunYA+3Nq6dmL+yad4q2ngMmxk5psdE/xtDfu+PpCSbGrrm9I7HoPU0tjfubWxqpq6vF7/dh2w4bG8Wu7NrKF9lFu8m31wtMjJ0Brv8cHxs9tOYuHss6rti6ISHSGqokkGUZQ9czwHfLd7fylD0O+InERp8Phus/onivvEF7r8tin1gjFV84/vzExE//OOAGrAghcsKxa949cEKXOG4EtQ1ad93yUOVrAEBs9B+AX3/P0f9iYmzXbZP7X6byC7zOFzlxAAAAAElFTkSuQmCC) 0 5, auto;}
}
div.testarea{
animation:rwdcur205576 0.33333333333333s linear infinite forwards;
}
