@keyframes rwdcur101535 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 10 8, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 10 8, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADcklEQVRYhcWWTUhUURTHf35g4yA20BCNEiVREUTRQgvclC0KgpREhsBdINUqWvRBywjNTURREESL3BniIH0tQltMFBItDKRpkVLjVAxmg7ymaZxa3Ht8b+689zQ/6g+Xedy5971z/ud/PspYJi50Rn4DjH/4XrQfi1vVQB4o6OWK8uUa4IMwUAsE/A5VLvXt4nn33TsAXDzRBcCxjj3qQO/IR+d5L0ZWkwETroyULXRLPBVIrA8eiABw896E671jB9arX81I5+mnACSScxEgjWbiXzIgECaqwEcD8zG+/1Zt5F4AMPrkNgBXekcASCTnjuiXFcV2YPjrkHp642ZAVj9nlyxCB6qAHGA5XuyHWr0sWFgDoWuh0DeAw5XK1rPpNACPoR3b62lgRq+i+9vqK8bA1sTA8FcAEsm5BuDzchgox/ZcDJg2zuR97tcC+RIDTNWfMTTwSO+3tUT7nedicWsdNiPy4cyOzWsAu16Mt0QBSCStMBBcCQ0IavRv1mGAnyZqgMC8BsRzydvGw6cAuHH5jOvtfY3bAXg5+g6AZ8MpAGJxKwKkW5uDvwDGJ34CIEzE4lYHNkulIVgBhFHa8ENWL2vegLrNQaDU86aoivr7SVXat27aCMCVk4qpS+f2AzA1YQEQi1vOPKfv1iF1XtcNhwFpYHo1KqHkuR+ywCyQLjO7mun5ri3K4/bjqts9GrwOQN9DVeEedB8FYEfDWsDOc4m5aEDqQE9fqgP4JOt/9IIiVJqTjEBiLgx8SU0W/S9a8EIsbh0E8q3NwedgMwxd/QA9faktQGA1GahBdzyf/8PzWSBdTtTcFFUeVlf/AOD1q8Gi28KQD6qATCxu7QYKbS3RMbC1gkrXFa2EbsgBGdwrYlEl3HChM5ICuxIO9CuVt50fAWDvzjBQqn5zMkok55yV7hPwGdWoAkAdENKrAPZAslDl+ltIpcs4nnOosORxdEkxwJJsEM+lMg5e3Q9At5Et4rloxsWANKo9W9hdMqMNmTUNWA0GMnoVjH2ZIYDSiaiutTmYdG54eSoVT+AR+6mFLDWzYDEznRcK+r6Ft/JLYDIQAII41LqtvmLI7aLhsdAsc+EUixxSTQZy+oUlanWB02P5kBhgxt4TXlNxEJsNsHM3ZJyboXgaFmNcU8MNXpXQVGsed0ZMA5zhWBT+APonYOAgsL/WAAAAAElFTkSuQmCC) 10 8, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 10 8, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 10 8, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 10 8, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADbklEQVRYhcWWT2gTQRTGf62lxlBqwCCmRayISkEQD1WhF60Hi4INlZJLb0JRL4oH/6AXKdLai4iiIIgHe6uUhmLVg7QeIoIHDxWK8WBF06iEqkGWGNPoYeZ1N5PdTe0f/WDYZXZm9r3vfe/Nq2KJON8d+Q0w9e57yXw8Ya0BCkBRD1dUL9UAH4SBeiDgt6hmsaeL53137wBw4VgPAJ1du9SCgYkPzvVejKwkAyZcGamqtEs8FUisD+yPAHDz3rTrvs7969VTM9J98gkAydRcBMigmfiXDAiEiVrw0cB8jO+/VhP55wC8fHwbgCsDEwAkU3OH9WElsR0e/zKq3l65GZDT77lFi9CBWiAPWI6D/VCvhwWVNRC6Fgp9BWivUbaeyWQAeARHsb2eBb7pUbJ/W+OqSbA1MTz+BYBkam4z8GkpDFRjey4GzBprCj7764FCmQGm6k8bGhjT89G22JBzXTxhrcNmRH6cbW5aDdj1YqotBkAyZYWB4HJoQFCnnzmHAX6aqAMC8xoQzyVvW9pPAHCj97Tr7r0t2wF48fINAE/H0wDEE1YEyHS0Bn8BTE3/BECYiCesLmyWykOwDAijtOGHnB7WvAENTUGg3PPdMRX1t+9Vad+6aSMAV44rpi6e3QfAzLQFQDxhOfOcwVsH1XpdNxwGZIDZlaiEkud+yAE/gEyVeauZnu/ZEQbgUPQUAGMj1wEYfKgq3IO+IwA0b14L2HkuMRcNSB3oH0x3AR9l/I+7oAQ1ZicjkJhfvtQLwOf0+5LvogUvxBPWAaDQ0Rp8BjbD0DME0D+Y3gIEVpKBOvSN5/M9PJ8FcsuJmnfHlIcScxPCkA9qgWw8Ye0EitG22CTYWkGl67JWQjfkgSzuFbGkEm443x1Jg10Jh4eUyqPnJgA7G0z1m51RMjXnrHQfgU+oiyoANAAhPYpgNySVKtffQipd1vGeR4WlgOOWFAMsyQbxXCrjyNV9APQZ2SKei2ZcDMigrmcL+5bMakN+mAasBANZPYrGvPQQQHlH1NDRGkw5J7w8lYon8Ij9TCVLzSxYSE/nhaLeb+Gt/DKYDASAIA61bmtcNeq20fBYaJa+cIYFNqkmA3l9YJlaXeD0WH4kBpix94RXVxzEZgPs3A0Z675R2g2LMa6p4QavSmiqtYA7I6YBznAsCH8Ag6pgmpx2/p4AAAAASUVORK5CYII=) 10 8, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 10 8, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 10 8, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 10 8, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 10 8, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 10 8, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
}
div.testarea{
animation:rwdcur101535 2.6666666666667s linear infinite forwards;
}
