@keyframes rwdcur74025 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJGElEQVRoge2ZXWxbZxnHf/52nPjkOI4dJ3GSOskyZ0uWj6Yt2dqunZCQJiKmMTY6IdBaIcEFCBBISFwhbqZJFbDLSgy4QCDxWXVbGQtjgiF1NGkzSpNuadavNLHTxI59bMdf5xwuTnx66sSJ007rTf/SK/u855z3+f/P8573fZ7nwAM8wD3BUnZ8CtgLyMACUPzUGd0jjgPqeosDfwSOAi33k9ROcIjbAoytAJwFfgyMAOb7xG9b2IFbbC7C2BaBXwLPAuJ9YboFfsv2AoxtDfg78B0gfB/4bsCXMRB0u91qd3e36vV61fb2dnV4eHgrMTIwC/wc+CyaRz91NKI9VRVQRVFUn3nmGZ2k3+9X+/r61Icffljt6upSPR7PVoIk4M9oC0FwG7siYP2kRPyjRKKzs1M1m82bEhQEQe3p6VH7+/vVcDis+v3+rcSUFoKfAJ8pI+sHzgMnAecnIeB7JcPhcFi12Ww6kV6nqHvH2ERRVMPhsDo4OKgODQ2pjY2N1SwEvwZeBD4w9J9mB1PPVKG/B/gQwOFw0NPTw4ULFwD4q+3QK9mCUjdOZO9bLD42i7Spsf7+fqxWK3a7nfn5eW7evFktJ4DXgGPVXFi+E5ewgvZkvLIs09raSiQSAUBUrNKLdLzzJdonj9Dx7iCeaD02+y1yHomCvj8sLS0RiURYXFwkFAoRCARQFIVMJlMNryHgCppn7koAQAgYBfB4PCwvLwNgxiQMIb7rMltVn+os9CPe+ALBM8/R/u9HqI85sbg+IuFR1gdRVZVoNEo0GkWWZfbv309zczO3bt1CluWtuB1G22vSdysgC7wEIAgCgiCQSCSIka/di/cDRVUTtQE7OUElJ6gIwdrsSK33yvPe0HsvmDve7zLVSRbVJERMWXde1eTIskx3dzdHjhxhdHSUvr4+QqEQ+/bt4+DBg8RiMWKxWMm+E3ADb9ytgEXgm4ArHo8TCoWIRCIUUGnHlepFuJRN5bkorXJWusXF5RVmEnHzJSleuyTkbYLZmn60sfF6e72Yns+lmhPFvAXAYrEwOjpKTU0NDQ0NBINBfD4fbrcbURSZmJgwcngE+BXacrwptlp388A42saGqqr6iSlWB79I28k6bEonFk6z+LXLpMIShbqVYt4qLRasy+SQVzYOGgqFsNlsKIrmFVVV9bZr1y5GRkaMIlzAV4GXK5HcLig7WfpTKBRobW0F4D8st1wl3aqiUouVWVLd40Qb3yfmvEzKGiXHZrPbZrMxNDSE2WzGbDZjMpn0X5PJhNVqZWRkpPy2F7YiuJ2AcbR3genpaVpatKi6AJwnPlzUlm7zEllhm3FoaGjg6NGjhMNhnfBmIlpaWmhvbzfe+hhbhPPbbd3LwBm0MPuOVeM88eEC6skMsl2iqI/T1NTEnj17SKfTSJKExWLB5/Nx4MABAoGAPl1KhMubw+Ggt7eX69evl4Y0oyVZf7kbAaBlaYdAm6+iKLK6usp7LLdcRgoEcRWXyemb2cDAAIIg8Prrr98xyNTUFGNjY/T19eFyuSoaM5lM+Hy+8u6KUe5Wq1AJK8C3ACKRCIODg8zPzwOwi9pUKzXx17hysHRxIBDgzTff3DBIMplkYmKC6elpHA4HHo8Hm82me0RRFP03kUhw7tw54+2X0EKMDagms/povQHoqwfAJPHhFXINxouz2eyWg129epUTJ05w/Phxzp49S7G4Me222WzlXXWVxqs2NdTnQ7FYpL6+HoBzxFumrclu44XlhF7tf+oPL9V1T4vYFWP/tWvXOHHiBKdOndLfLaM3ylCxuFDNFALDrqyqKp2dnSwsLJBFMcWtxaYlOau/A7t372Z2dla/sSGhKK/27P/ZU+nGD8njmSPly3Ob4NzcHB0dHTQ2NqIoCoqiEI1GmZqaMtp/B3h7M2LVeuAM2oqkB3Ul/C+/qrvXbrezd+9egsHbuct4LvLIycsfhQb72md/Yd330zd48pWX6Jw2jjE+Pk4ul9MFpFKpcvtXKhGr1gMyMAj0g+YFWZY3TJexsTEGBwdxu91MTk4CkEY2CQWru3mes77dPrqTjthYvvnMddLdU6z6AGKxGB0dHXi9XmRZZmJiQl8o1vEycJ1NUK0A0JKM5wBSqRStra34/X4SiQRdXV08/fTTPP7441gsFkRRZHp6mmQyCYBE0T+AeGFNyiTEZhemWBEvjpU/Mf9EaTolEgn6+/uRJInTp0+Ty+VKdlPAD9BCm3sSEAG+zfreYbfbOXbsGIcPH2Z0dJRgMIjZrM1Im82G0+nU53GcgqkJh6sp75y8FIvThJOHcMeuGLwQj8dpa2tjaWmJ8+fPG+3+DS1z2xQ7EZBBqzTsAshkMvT29uL1ejGZNiZ29fX1XLx4UZ/PcfKBNWR3LdbIErlME07acK2c5OZoFsVUErGwsEAikTAO9SNgeoOBuxAA4AU+VzoIBoMEAoENF6mqis1mw26366lonILpvyRCl5AOSRQDEsXoEzRei5B9qOSFRCJRTv5jNK9XzHx2KkAGvl468Hg8dHV16aRLrXTs8/mQJOmOfDhBwTxDMjhJ/MlLSB3DeGbeJvpoBXvfByYqnNuZAJfL5S8UCr8Hmkp9fX19tLS0bCBuDNjC4TA+n49oNHpHPpxBNs2QDBjJC4JgfHnPoD3924nI3QpwOp3+tbW1t4ABY/+BAweora3VyZfimfIdtbm5meHhYZqbm4nFYkjSxgRrYGCAdDrN2toaQBL4PFqddktUJaBYLDYB3wVqjf0ulwtRFO8IykrEjcGZLMt6lDkwMEBHRwfxeJxkMonZbMbj8ZDJZEqFgyLwFeBf1XCrdgrFgXfR9oGaUueNGzeYm5vDYrFQU1OD1WrdIMQoSJZlstksq6urJJNJlpaWUFWVtbU10uk0gAJ8A/hNlbwqFrYq4TG0NHNX+QlBEAiHw7S1tVFXV4fD4cBqtaIoCoVCgUwmQyQSYWZmZkM4so4U2gLxux1y2jEa0Qq225beK9VUN2kX0EKVTxXPopUfd/ItobytAD/kPpXhWTf8PFqom9uEYKVvCB+gfRC55687O30HtoIfOAjsQSsO+9HqOnm0UPxjtBL6P4HLn6DdB3iAB3iA+4j/AwsdPPYVBtPPAAAAAElFTkSuQmCC) 3 3, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
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}
div.testarea{
animation:rwdcur74025 1s linear infinite forwards;
}
