@keyframes rwdcur112654 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 10 7, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 10 7, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 10 7, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 10 7, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 10 7, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 10 7, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 10 7, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 10 7, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABpElEQVRYhe3Xv2oUQRgA8J/JSa4IeMghImqloCIi+ApWdkHEzsJHWEjpK+QBAvoCIlj4p7ZPYXGgoIgSIRbhOHGLEDdLipkL53nLHLcTLMwH08zu8P12v7mbbzmJ/z1OpW4YFjroTkxVqM5uqI4dMCx00UcvjgqjOHZzIDqJ66u4iJu4Hue28RGDYeFHW8RS4novJl+781SxtaPAOh7gNs7HEh0bYFV48nvffnL/BVs7LuBxLkQK0BVK4PQyv/aPEPAoByIF6AhlOIrciBRgjPgjciLmAcyMXIiFAbkQrQA5EK0BbRFZAG0Q2QANiDVcQ68JkRUwA3E3Avoazp3sgCnEZVwS/tLzA1aW6TaM3wc8eacWjvDGPbDwIXJmhdcPudFvvKXGS3wS+oeZx/Y8gL8WTiWvMZhIUmEX3/FB6B0WBow7oKbkb/AWn1FOrduLa0uUTY1LCrCHr6j3DyxNJX+G53ivRXuW2oSl8Bpf3Tqnjsm/YDNHctJNaR9XhN/y1Ti9LbzyQdvkpEtQCiUYCZtpsise5eiK5/0uGA8yfxecxD+PQ5i+uW0HGUUtAAAAAElFTkSuQmCC) 10 7, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 10 7, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 10 7, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 10 7, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 10 7, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 10 7, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 10 7, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 10 7, auto;}
}
div.testarea{
animation:rwdcur112654 2.6666666666667s linear infinite forwards;
}
