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0%,3.6037037037037%,100% {cursor:url(data:image/png;base64,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) 15 14, auto;}
3.7037037037037%,7.3074074074074% {cursor:url(data:image/png;base64,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) 15 14, auto;}
7.4074074074074%,11.011111111111% {cursor:url(data:image/png;base64,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) 15 14, auto;}
11.111111111111%,14.714814814815% {cursor:url(data:image/png;base64,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) 15 14, auto;}
14.814814814815%,18.418518518519% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB3ElEQVRYhe2VIWzbQBSGv1YDYQ5LA6bIYFIOJqgxDFsUkg5tYaELizRStWBSyKQVbbCTBraxjkRWUWFS5MGzVFWnasApmsOM5gEnbm5plnNaacS/ZOnpvef//f7vzgc5cuT4z9jZ4p34MfmyvBADjCr7COFgP3+RFiKluPj+gfbNZWZe08ZYG1zcu78rnOKeDBZCjLh3TYc3O33sl69XhrvHXdS3j0l8MkAIh1FlH/69VJkEIIRDoda4t9a6GjOcnEI4TeNmp29CayQg7lkW5Wp9bYP7zOHTbKbFhVrD2IWNDhwUxdqvh8QdAIp7d/Fy/qECUjvDqZaPfkzgzVfNnTT+K/8gAYvhkVJaqmDbqNovCrUGvz9fJ7lF/O6VEa2RgMD3iJQi8L3EhfkTKYWUY63XPe6mggPfMxLwZFODlOPUzmUXAt9bWefW2y9rxW0rYKd9cxlf+w7lap3A9zTiZqe/ujfmbp2F0kiAyd8q7lkWAINZk/fWBZCcDiGclc0W+B7DyeniaG7kNxIwokqr1IWfh/B0mBbkrYdCQqWIEA7y3KVV6rJ7e2TKbXgK5sOWhwOIUh0bwVkokefuXV8GGF9GPcviYFbGRmgFhaSNvy1v9uv4EXhy5MiRQ8Mf5O68UrCzYksAAAAASUVORK5CYII=) 15 14, auto;}
18.518518518519%,22.122222222222% {cursor:url(data:image/png;base64,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) 15 14, auto;}
22.222222222222%,25.825925925926% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25.925925925926%,29.52962962963% {cursor:url(data:image/png;base64,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) 15 14, auto;}
29.62962962963%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 15 14, auto;}
38.888888888889%,46.196296296296% {cursor:url(data:image/png;base64,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) 15 14, auto;}
46.296296296296%,53.603703703704% {cursor:url(data:image/png;base64,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) 15 14, auto;}
53.703703703704%,57.307407407407% {cursor:url(data:image/png;base64,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) 15 14, auto;}
57.407407407407%,61.011111111111% {cursor:url(data:image/png;base64,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) 15 14, auto;}
61.111111111111%,64.714814814815% {cursor:url(data:image/png;base64,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) 15 14, auto;}
64.814814814815%,68.418518518519% {cursor:url(data:image/png;base64,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) 15 14, auto;}
68.518518518519%,72.122222222222% {cursor:url(data:image/png;base64,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) 15 14, auto;}
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div.testarea{
animation:rwdcur135628 4.5s linear infinite forwards;
}