@keyframes rwdcur214432 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADFUlEQVRYhe2VW0jTcRTHv///f5tzN/efZtvKVZIhiYIQkahBQRe6vFgJRRQUQaGCRmD0MkbQBcqeMiyCIoJexK5klAXNld0sS428Y+ZKd/Ey/5v7bzu9FJQOc8Mtgj6Phx/nfPidwznAf/4yzNQAWQwsgBwAMgCvGbM9FEsBdmqg8qHj9GePeH9oIlDX6/IvjmXxsAJOPpDT+sWvT9VwxrsDntqaTQpNrCV+Y3kmrg53MURdcvLe1lJHuc5+s1iti1W9aT+QGWQP9VUl9TtoEvIcL/hSt16v494UZbCKWEmEQ1GQB6twL4lohCFnu4SeHUzqBRBfid1rWJuvlieyacjVIqXPR1Kccy0xrQW/IFTnzbN8e8Y5PIEQ+G4NFvJS3YcyvnMuJWYSgDqBfaqUsJt3HPM0jqZNALk+zC93G4tWMw/6ylOWzpXEbFBcLE5smajXEA1KaaxRSSGLPthWojPFzcC2T5t6frv87VA3iIY4Gnkpp62FsFatk8d1Tyg25sPqbJMQ9cto/ImKqNpEj/ckpUSbcMYZCINQszJl/5NTCe14YIRKlAIOEQ0O4R6iHMxpx+hPkMWg84rBtRyL68FVk7JEkwin1IdPVeq+/JrRLABCJPki/QEwZrsrUco1iUFm28s66gk1qJBMcuRuweKKDVxDpIMZscAPxpQy1p9vVNzo6Al8pbtqJPLAma3Jq5oc3juvDmj1s00UcQt+QhaDCkCmTwwta3dPnszYKZrUWmDUF8DVE3hXks0/4ljmOGO2j0VbY9Y4KlNX3tqr+uhuTiAaYch7S0tUbSLRrD9OFsOMwxltC34jWcEJaxcoK+rPSlrF2zrIl4iANwTboLBryBNYFnMBAIOqBNZVlK668L4p2D8xzAAaP1YUI/1K5+hlxOuKksWgch9NLShdzz2nc2lELzTkeaihgjxY4ybxA8XGfFhdLVKiw2lEZYuoMBvXwj2cqxZMRai3YcMlM9MMjgBZCIUZEmM8BQBAKMnizSFlIPDGP94x0ENN4R5FvQdmA1kMOgCZAByM2d4Ry1r/+Xf5DvYsNpYSwDG6AAAAAElFTkSuQmCC) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur214432 2.6666666666667s linear infinite forwards;
}
