@keyframes rwdcur167743 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 6 18, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 6 18, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 6 18, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACjklEQVRYhe3VvW9bVRjH8c+5dq4d13HSYKwqaoqooERF/AEVSCAkmJiwxOKJhaEDLDAwMnTqUhbGMnlBstiKYGBDgg4RI63CmxoqKG4brKixY8eXwadpGkJAsh0Y+huu9Lzc+3zPc55zbrBHWasBZZxFbU/oJtYwxGaoN01K+X12glNYwlM4hxTf4lOsY4DutABEgFekufOKeXKBze3X9IdFfIhi1moI9eZEIPYDpDgjCeedOk6tTEjY6rJ2+12d3g18jY2s1WjjzrjbsQuQtRp5LOJ5yxWeqVJIY0oXO6z+9j7ewa0YSNAeByCJxRkN36sqhTdUj1GYja4K5qnOsVg6gRWUsIA0azVKYwMYreYM3jRXYHYmfn8+hlLKRWoleM7ohNx/N50EQILTqJovUFvGyQhRMepEgcUSvBQdg/jucByA+zMwNNroJXNFzHrQ5Tu4G32gGnM3oj3WaUgg1JsD/ICB/g46MZxhJnKWSBL4IuZ20An15vbYAFHf4QM/3mWzbXT53UYP/ZG9+gtcxFXcCvXm5jjFIew1slajigtefPItOSxUUWZrnc/XGGaX8F7s2EQU9juyVuP0YOj1JGQXk9IMO/ze7n75eCX/Ma6GevP6pIpz8FW80c+0r6xu2dn+w8oTxz55eiG7YDR0Y106Bym33/Hs8slz1272Lr/89qV08ewL4efvbzx27adfw8pS4UqoN+9NGuCvHQghDSEszB2v6YWCkJs50esPy9MozsOn4CFlYfcxjbr/DBAcMKFHCfBA08U4BOAo1n8owHT3/l8AHI3+vwBHMwGHAHR7PVk2/Tk46F8A1la/EfKp/r3O36VMB2CYhXVcvv7ZR7u+JMu+mirFIz3Sf6k/ATr4r7zgMmsxAAAAAElFTkSuQmCC) 6 18, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 6 18, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 6 18, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 6 18, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACu0lEQVRYhe3Vv29bVRQH8M97du2kJKmTIicUB0olOgRYEDB1ANqZJUslbzCwAf8AA8wMTGxUYsiCZIkFgVg6oCIBEr8lfqioBNJAapqYpDi28+rHcF/iqEUR4sWGod/hnXuvdHW+53y/97wI0kY9xlEBJUxgJosJOuhhPYsddKLFpb6cKGZxLIt34xTmUMNdaGIVmxnJa9m9OG3UO9HiUnIYBGKh2gVUcDYjsZCdf4RPsYJPhK6UIG3U23k6UUwb9d31ySzpWTzp3qkTZifpp2xsP2N54wzeEWT4IiPf2xf/HYFocUnaqJdQxVM45+R01aMPYBxdkjalwozfNp+11dvEz4IsuRGnjXpRkACeMFGuOjWNKcGHcxQrzFe4fxrOC/7Y9U0uIxYFLTv4HafVpqiMC9WPoYwClYhuj3JhTvfmfQYy5DJhbFB9C6sqZaH6Eo5l6xqOMzvL2BGCD44iiRaX8uQXG7Swiq/s9BEJvkpRwJEs7pAkDGZDrup3CSRCK6v4zq9b9DYECfrC8/8F6/zU5M/km333cg+iOFpc6gn93sSPVrfWtXtZjragTJNkjW/X4APBLzfkeH57BLLYEnS9hhd9eAXL2dF1li9z8Qrbyau4JBjwRl79CWKDtFGfwwnM9FPPxROl8x48Tqtj7cvm+7PHis8Lureyrh0Kov2btFGfwsT2Tefe/bz9Vr/XMzk1/vJ8p/naw4/Vkrxz/+9Q2L955e2vuw/N1x7/frX75tMvvF6eWTgTXb969fRK64/xR15qXDzs5Ax+RgNEUSmKopnJ6apuVBYXijXSe4aRnIEJb0Ma7X2GlftgApFbDDJqAgMMl8YBBEZR/4EEhqv9PyAwGvx/CYzGAQcQ6HS70nT4Prh9Ema4/NnHomLJTntztAT6abSCCz+898beWZyml4bK4g7u4L/EXzB61w7lUZ91AAAAAElFTkSuQmCC) 6 18, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 6 18, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 6 18, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 6 18, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 6 18, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 6 18, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 6 18, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 6 18, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 6 18, auto;}
}
div.testarea{
animation:rwdcur167743 2.6666666666667s linear infinite forwards;
}
