@keyframes rwdcur195488 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 13 2, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 13 2, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 13 2, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 13 2, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 13 2, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 13 2, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADoUlEQVRYhe2WTWhcVRTHf+/NZJw0SROwlsGmbZLGzkw+0azSQgSpoWgEq6ENxeyCGz92uu/ChUtFxI9sXejGhRtRUUEqFRoUIWo2WZTYhUhbSCeZd++557iYN5NJSwuZJBXBPxzug3vvO7/7P/deLvzX9MK5c4XZ2dmRvfpfZqcThkdG+rLZ7NLw0FA8ODh4eWVlRXcDELcwR8wsZ3Apk8ksPTcz88QDBQgiKiIEETSEMTP7aXp6+u0np6byDwTAe6/ee7z3iAgiktUQ3gR+npycPLX/ACINAO89XgQvgoRQUtUfJiYm3hkfGzuwbwAiIvXkznu8c1vhfRxCeJ0oWh4dHT2z7wDeOZz3OOca4Z1DvO9T1a+Hh4c/LpfLB/cagJDa7tPkR+IK5hOSJCFJobz3hBAWgN/L5fLMngGEECSEsAXhHO1scjK/Trdu1iCSpOGIiDxqZl+Uy+VPSqXSoV0DqKoGVUIISMMFj5rQ277BQNsG6rZDOOcIIheB5VKpdH5XAGamZoamELVSCD4o3qCjLWGoY4MeS7bti7Qsh1X102Kx+HmxWCzsDsCsyYWAeI+zGE+GKFaOd1TJhxpE0uSEc44QwvNmtjwwMJBr6SrGDFPFVFFVJASCeIIqEmURixAJ3KpuPyFP9yR0a+qK9zdWV1ddKwBqgAGalkI1bUNotFUvVL00LiznHAvFCl+eucVLhSpJklwFyLYCAGBmjdj00KGBiArEWdQCVR8QMeI4TiGVvoNC4YDn0kSVsZ7uD+eu7xHAbxXoCvBIm9CVE6IMJEIjcRzHTDysHO4QMMhE+vfswM3vW3bAzBSImyH+crB2G7qycKQdNppeCarKs/1KJqJWu4gr2Q9qfa0AUHeAJgAzA2Bd4I/1u8ePb7+CLtc/WtqEpEfR7gC5n050U1t9TT/uCqCeuC+nXHmmwnunA6cK957Q2QZHO2sAZjgzrtb7dlyC1G7FjHxs9HdV6O+GuZOwfAO+uQbv/gJrTWU4/xh0ZhsAv2beZ6Pet2MHlpaWMLO3zOx6W2Q1WwPkInj8ELwxAcvz8O2L8Np4bc7pQppcwXTLfoBopwB1DZ44ke2NkrPfnV3rAeaBp4judvTP26AKvR0QagAXch/x2a4B7pS9SgGYS2EaL2VLV65pYBx9aJG1PQdolr7CkBnzplw041h6UDDjWn6R481j9wWgLvcymDFlxjwwC3yVX+TCfua8p6oL5KoLHPtXkv+v++kfd6XJ5eSmFXoAAAAASUVORK5CYII=) 13 2, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 13 2, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 13 2, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 13 2, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 13 2, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 13 2, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
}
div.testarea{
animation:rwdcur195488 0.46666666666667s linear infinite forwards;
}
