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2.5%,4.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEbklEQVRYhe2WX2wUVRTGf9udzk53mQxbWlmnFbWAZhOJ8jdNRP6UUOKSihKDgSgmJRJhI5CAkZT4JG4MEV5IH3wwvmJ8NcJDEwg0Rbv0BU1bIrZZaLet2i64O7szu7M7PuzOWtrZpQ9KX/ySyZ05c87c737n3HMHoAsYL42LgvFQqMNaTBLjlmVZbW07bRKLQ8CyrEVToUxglgpPlESZwGKQqHEytrXtVIHwkyLxiAK2CkeOHHsiRemogGnmiMVG7cf/XIV5CliWZYVCHdbhw0cXUg92I1vINe87rhIBde6LHTvaCQQCtLZu4tixj+JANxBxWsCJExF116499PR8g6o+QzqdQpIk6uv30Nm5knPnvmds7CoXL16IA01VCWhacfT5YN++d5DlpQwPD9LX11uJRBcQvvjFGTU2Psmvd0fI57I8HVjOi6tbWOKrA+DDU585xpdrQNPg/v3i/fBw8fn48W/R9Qzbtm1l9+437Z0xFxEAb2MLluhHXNJInb+JxhVB/M1BfMtfICs+9YjvbAhAt8vlCqdSlprLwcxM8UVv7wMsy0MuZxCJfB4v+Xc7EABAFEU8Hs8jNk1LI4oisVisUhhCiVV4agru3QNZhtu3b3Lt2tcIgpuGhoDtW6kGyvD768v3hmEAkM1mOX/+S1v+eSinYGICEokRNmxwxaPRSyiKQiqlkc+bHDjwXiX5y6jzCCQSM2hahunpBBMTU8RiMeLxSdvFkbxgr27zZld5gnzexDB0JEniwYOHCIJju5iN7rf37Q9/fOKoqus6yWQKXR8lk34IhVzVQHdpvAFcKF3SwEA02Nr6qux21wAuvF4vAwPRJCCVfOfiBiD1/RgNtm9YIY+MjlLIprja2x8fvnM3SVF+pzjHThgBEAQBXTfw+XwAHDx46HFpiADdX313Lb7qOZXQ9k22vYkqtVNVW0VRMAwdt1tAURTbXKkrdgHhkydPqStf3sprb3Ta9qqd1F3BLvX33wxu2bJdLhQKCEKxVNav3yjfuvVTkGKq5k3+wf6Q6sobCDV5GhSJ17e3yi+1NMg3ooNOMcA/RTgXESAsSXUYhl42er1ipYWEP3l3szrx5zja9H0kUWDIGMPnqUEyUpVigOop6D579tO4ovjLhmy2UNHZzOUwCwUyGQPTLJAvFHh+5SrMyiFAZQWgpEL1cKCU39paAS1jkkznSKYNdD3DWHwSjyjO9ptXjJVqwIZ0/frVYHt7SDYM3T7N5m6pS21tO1VVNpmcSZHOGJh5C8lTS51HQHC7Wdr8ijwycjeIwzZ2LXCFthJO7Xg8FOpQN65WuBXtJ5U2cLtrCCxbguIVqfXUMTgtA9DTc3necfzYFleasIkq+3nduk380Pcbv+eWka5V8fpVpKXN3Pmrnl/+KB7He/e+5fjxajWwYCSTGmvXrsU0TQBSKY2fR0dYs2YNgUAjzc3PMjQ07Bi7kBQ8DrNTRFfXGTWRSCIIAleuXOb06dMcOvT+7OO86on6b5BZ0L/g/7DxN+Wq97MRCz9cAAAAAElFTkSuQmCC) 1 1, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur215551 1.3333333333333s linear infinite forwards;
}
