@keyframes rwdcur130034 {
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7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 16 13, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 16 13, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 16 13, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 16 13, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 16 13, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 16 13, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 16 13, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 16 13, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 16 13, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 16 13, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 16 13, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADe0lEQVRYhe1XXWyLYRR+3q9/frqupWvN0HbrOpuyrTNbWXVF5p8LJIsIIlywmJD4iUSGi8Yu3JDFhYjET0KCxBIyF34yWeInY5ghjKG6YZtZx9pt7XExm7Zp59t8JMJz9X3ne845zznv+568H/A3gWnUxUqHza905HUzTdwmIWKK+BIlqabzWlvutqQdm9loRx7nb2ld6OvxmwLNLRci0OUAzAC+APAJIVQdm51J9lf3Kb+hhvIbasj+6j4pLOkEQBmcWGTQXZKoR1FsThZJNXEkTk6qCuOEgOMpwKLInALGWL+BMYaY9EkAkNFnk5iM17V5uQusVRXIPHsMuVWXET/LNl1qTn30qwLutT+oBRH1G4gInod1AFDz3TRREvBPNZZsByeT9gaXSJC4sxgyjhsHYNqvCGju7Ogof7G3FN7G9/C6m/B8jxPezs5zANq+czJiszLAicUhjozjEJtjAYI6FQxxJCN6N1FHsKHr8bOlja1t2zrfuA4CDJ+ePNtCTR8OBVFc3samiMF87vcA4Ir0jQW/iBL1K5WJutMSlRI9Hg+aK64lAHBHERkO6XDDBJ/JuQcqa3a/sf1BLeqKdsDrcseEFxUOTdz8OWSvr6b8hhqy3rpCcQsLaCCHCOVMlSXEU8LqQkop3Uvj1q8iWbyWAMyM5vJjCURcnnruLDBR72iQjdGCibg+Tk8kZ65od4jAQJmT+d41qt6dOFMo0o93+F+/vQnCGQDNfPQbE9YU9p9z29PbpC5w8O4AV7SbwgXxQcgeGG5JP6mcmLxKnpaClquV+FT72E4fWysHStr3HChzsr73QJmTRfPhg7EA8gGMGIgUreLBdiHSHHADuAHg68+co1U6GBF8BxFvRBOVdvjAAqk5NdrcGRqiVfpHOxCebLB7ILxd0pE5WSWKRP3aj3eqN/TUN1weioghnwKFLfew5eIpsr+8R/qtGwkcmzCkQINAyBLEJBnWKdLNYBwHdYEDwyanFf5uASFXsm6wVtbVvUiiUsJ19ATarlYuh0BXKt5gSnmG3Jp9EMCoP5pYSMhnTNOklJYcV8+b/dM9JPggAgCFQTdHZbOuHWHQLRE0sDhJb0zev4uM+3aSyKDTD8SVmlNNgiYHgDErlh6z11fTzOd3Sbts8REhYvL+MQEAb1dXnZhjxZ5HdXCXVyyjds9nIUT8x7+Nb/VcKJC+dASnAAAAAElFTkSuQmCC) 16 13, auto;}
}
div.testarea{
animation:rwdcur130034 1.8666666666667s linear infinite forwards;
}
