@keyframes rwdcur171726 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 12 12, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 12 12, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 12 12, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 12 12, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 12 12, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 12 12, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 12 12, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABxklEQVRYhe2WWZLDIAxEn1K5F76Z8c3wyXo+2ISzekL+0lUUBlxWq7VgSykphAUM9pTwqPtIbW/fd0IIAJiZ8SlSShIoRiSQVGZQjLGdRcooz5Jj9QEspaSUFgDWCFvMB+sKWF83RIhkplMUkOS8lzKhPiq8GrO8bwTqh2s4pE6mnn/FOOQcGOKvPt0/Yy6BrkBURzfmFRJZpakERi89BxoZH5rZYbhAzn6Ua3zfdzDLQpccDyHkHlFz3oxZSphAzZg0Gi9zbVAhBDazXIfAuk4oxSHz3dz3O3xVvMqJMZqPcc1vjx4jEczYIqxmpRUbkOrXoZyzLEiSV6Ks6/NTAS5wa9zMzPd/LL8QQsg5AqxSDkWEzYzqqSRtZ6Liy/AoZ+2SrUpct2wd8nA/1HVx6XXF+Jb7jGDuDQzGPQkKCejzWwReK0TpiNGpwF0S1fNidBKB0nprOGrmP1LCZf4cAgMZHw7GcBwJvUvgcoZAq47ynxCWpZ78y6HTBAYSZBKbGfue2m/a1+ET7uYC+3YIJGnbjLVvPHw3xnZlPMX1jPHjvXPT8SKj1TcYnFIg+ocyjnuR7D1ufoa30/eTep7y9/zDDz98C38iyclTatJfJgAAAABJRU5ErkJggg==) 12 12, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
}
div.testarea{
animation:rwdcur171726 1.4s linear infinite forwards;
}