@keyframes rwdcur140006 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 9 8, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 9 8, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 9 8, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 9 8, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 9 8, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 9 8, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABy0lEQVRYhe2TTWsTQRyHH9ZtKFshHnowRsFX1PYDWHqovQRveYM2JcZLDn4DP4MKFi96EepBEy1aQVSwsT2kopJAg6eu0Q1dI4Y9WtBN89JxvGQF8bApXavCPjD84M8wv4dhBnx8fP51TLOeuTZ742qpXDn8VwTm5u48MkA66/ni8viuCuh6ddIA2T6fke14su2IeHW+4rYhGAy+qswvFD/lc/BdBI4cPfYRoLjyesYrCVdWV98mDZDtaEyKVOrr1vETda9vwpVq9cNFA2QzGpMinbY7ieSmI3H5yvXZUrkS/aMCjYal1GpmxikV6fRmJ56wO/GE7cxeLBWznpYaMGzAFwOGndna2rusAfJb5JxspWZkJ56wxf6QaE1NSwPkyss3mVK54vq2HNw2ZoF9vQRgdPT0ba1hxaylAlsbG+zZO6SIsbGW0u02D01Nc2Bi/K6uVw96JXABuNTLn4TDoSdd/X3KKiyynssNKkOaCiDsJgD37j/ut99V4BQw38tfGBk5+UBrWBEAM58PCFXVBgIDzb6b+xS4BZi9/I1wOLSsmvUIwOeFhwhV1QDOTpzZrsfOqNXWJ52f8PRZ4WapXBncXQMfHx8fn/+ZH/KkwveUyoWvAAAAAElFTkSuQmCC) 9 8, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 9 8, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 9 8, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 9 8, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 9 8, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 9 8, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 9 8, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB2ElEQVRYhe2TTWsTURSGH+I0lFSIiy6MqeAnYvsDLF3UboK7fEGbEuMmC/+Bv0EFixvdCHWhiYpWEBVsbBepqCTQ4KoxekPHiGGWFnTSJNPrdZNZT1szqYt54HLgcnjPw+Fe8PDw+N/R9Ubm1sKdm6Vy5cSBCCwuPnguQNnnzfLq1EAFqtXajADVuZxRnXiyY4v0K9/n1BAMBt9XniwVv+dz8Ef6T546/Q2guPZhvl8Sjqyvf0oKUJ1oTMlU6tfOmbONfm/CkVrt61UBqhWNKZlOm91EctuWuH7j9kKpXIm6KtBsGr56Xc/YQ2U6vd2NJ8xuPGHad29XillXJQA2Nj5nBajfkUuqnZpX3XjClEdDsj07pwSotXcfM6VyxfFt2ey60WZi4vz9QNOIGSsFdra2OHR4xCcnJ9s+y2odn53j2PTUw2q1NuaaAEA4HHppVb+kjMIym7ncsG8koAFIswXAo8cvdp21LwGA8fFzTwNNIwKg5/N+qWmBIf9Qa685+xYACIdDq5reiAD8WHqG1LQAwMXpC/8Su3fq9c0Z+ye8el24WypXhgdr4OEWAkYF/BQw6tYMp1+QBY706oEIXAGu9ergEWAJGBNguTXDaQP3AL1XPTxc4S8ea8aoD4KSVAAAAABJRU5ErkJggg==) 9 8, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB2UlEQVRYhe2UT2sTQRiHH+I2lFSIhx6MqeBfxPYDWHqovQRv+QdtSoyXHPwGfgYVLF70ItSDJipaQVSwsT2kopJAg6fG6ISuEcMeLeimSbbjeMmet63Z1MM+MLwwDL/34WVmwMPD439H1xuZWwt3bpbKlRMHIrC4+OC5AGWvN8urUwMVqFZrMwJU53JGdeLJji3Sr3yf04FgMPi+8mSp+D2fgz/Sf/LU6W8AxbUP8/2ScGR9/VNSgOpEY0qmUr92zpxt9HsSjtRqX68KUK1oTMl02uwmktu2xPUbtxdK5UrUVYFm0/DV63rGbirT6e1uPGF24wnT3nu7Usy6KgGwsfE5K0D9jlxS7dS86sYTpjwaku3ZOSVArb37mCmVK453y2bXB20mJs7fDzSNmLFSYGdri0OHR3xycrLts6zW8dk5jk1PPaxWa2OuCQCEw6GXVvVLyigss5nLDftGAhqANFsAPHr8YtdZ+xIAGB8/9zTQNCIAej7vl5oWGPIPtfaas28BgHA4tKrpjQjAj6VnSE0LAFycvvAvsXunXt+csV/Cq9eFu6VyZXiwBh4ebiFgVMBPAaNu9XD6B7LAkV49EIErwLVeHTwCLAFjAiy3ejhN4B6g96qHK/wFndrGqFdv1v0AAAAASUVORK5CYII=) 9 8, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 9 8, auto;}
}
div.testarea{
animation:rwdcur140006 1.6s linear infinite forwards;
}
