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0%,1.5666666666667%,100% {cursor:url(data:image/png;base64,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) 5 3, auto;}
1.6666666666667%,3.2333333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
3.3333333333333%,4.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
5%,6.5666666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
6.6666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
8.3333333333333%,9.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
10%,11.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
11.666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
13.333333333333%,14.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
15%,16.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
16.666666666667%,18.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
18.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
20%,21.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
21.666666666667%,23.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
23.333333333333%,24.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
25%,26.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
26.666666666667%,28.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
28.333333333333%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD8klEQVRYhe2WS2hcVRjHf+fO68xMns3k0Uwyk9CqsW2mAQ0mqWIXGqogKhQhCtWFQhO3Q6WIbkUdKgqS7kTShVCK4qJKDFbaKomZPLxapE1NJ5HWPGgzTWcmd3JfLpKGRPNqSKqL/OHbfOfwfb/73f8598K2/mOJ5ZIxqT4FvAgcj2qR6a0EUFbIq0AbcDkm1Ze2EmDZCQDEpDoihAjZtg3wLdAa1SKJzQZYaQIA/aYwsNxZpnNGDwGXYlI9FpOq834B9KZc42TJkPUk+bX0tM9wp98H+mJSbbgfAP0+vYhubwfFyVpcOQpfVxxnomgwgrB/jEm1PSbVvK0EiDstD2mSJGQ3eyafozxQyffln9ATbleyuZNH2QSTrmhCmDPiYO6ZULfzC17NnMQfMjm/+1OSySkyKY2GqRYqxx9H6K6zwJsbMelqEwCIF5lh0kxzUX6GPVzMAfMwleEQZcES1MovOf/QB6RLrj3LnEmj92rStQD68s2dAKjKd1z1XsDzU4S9efWEqsJUhCohOMO5XR8xVHPGZ+ekPwR6Y1J9dLMA4j49gIIDgG9cJ7ilj1Pc3US4/AHC1VULIDfCA5yrfY9ktVonHHZPTKofx6SasxaAY7XFZmfrbcV2Hkt6EkyKEUwMso4pgtefIFQWwLU/i/R5kVIipQfhsRn195EqGBEBI/SYSPuONDtbhzqN9isbAug02jPNztbXZtw3C4aVOAATIkGxUoF7YA+VjR48YQWv9OH1+vFLP9LtR/Pc4c/8XvzSk+dNlr3crLT1dBrtV5frsR7DxAvNUNXinWddJyhzP8y1d4JACdhzhQrnY7FM20JAHXPX+YYA+vLNnYcXJwx0siKNKWa57u9HZwaNNFmRYoYUGZKkuEWt/gzV6aZZEMs2Xy9A3K8HcODCRAdgl11P8exuRr0/c9rxLrZtL4kHrQYOZo9SoFdMAK9EtcjgSsXXOgUAcYfltmqsAwuJR/TnMTG4KE6h6/q/4uBMGwV6xW9AbVSLdK1WfE2AqBZJAomgtReAAkoJZvcz6uhn2PhloalhGBiGgWma/C5+AAgAE2vVX88EAOI7zBAAjUYLWAoX7I6FhnfDsiwsy2KMKwBlgG+zAHpyjVIEgupsAyNigD/svoV3/k8V2SGA6agWyWwWQNxvBGgyW/AYeVwUHdTbL9BmnqKauiUbc9nBPqsZ4Kv1FF71a3hX81fqzaxr2j1mDZG2b1NjPYmCI5ERyapLShd/icsU2kH2WU9TaAcTQGNUi4xtCsA8xOfAEU3cQdq5N4A3gC7gbeB1oBxIMvfkb0W1yJoGvFcAydyfshs4OX86lqxHtYi23nrb2tb/Rn8D5bSl/JE6ryMAAAAASUVORK5CYII=) 5 3, auto;}
30%,31.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
31.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD+UlEQVRYhe2WXWhbZRjHfydJT07SNNWlzdYsabIayiZt1+GgbpSt4sB1XonFCwedFw78wExENmQX3ghO5o0HQfFiTrwYBRFFsG4UnB9lZk07GRu69WjTDWpXWZOmSdqcTy/SlXW2TVfS6UX/8Ny873ue5/c+5/++58C6/mMJiw3KorIPeAZ4K6ZGM2sJYFti/DLwCnBNFpXn1hJg0Q4AyKIyKghCvWVZAN8BL8fUaLLcAEt1AGDIsumYYoFM1eh+4KosKkdlUXE8KICBTMU4BSHHjHOSy3Vn3LqUfQ8YlEXl8QcBMOTSfPS7T7Ex1YrDA18G3+BW7WCLKZj9sqh8JIuKdy0BEhWGRI40I+5+mieeJVAT4mzgJPEtH9pmvRMvUQaTLmlCKBpxqLqn/mfH5xzOncYTNuiLvk8qnSKfnaU9dYjw+F4EVfwWeHU1Jl2uAwAJnxEhxxQ/uD7BVPx0GAcJhevZtNnPUKiH77e+Q3bjHwcomvTN+zVpKYDBaj0AwCVbL8Pu80j9O2jx7qI+EiZYH8LYnOVc9F2uP9rjtrzZk8CALCo7ywWQqNL8OChu6hvxBLe1cQK/dBAONBLeEpkHGQ3HOdf8NulHLrUKdisui8oHsqh4SgHYl5vstMembJbjaEpKMiGMoKMx65gkeLODcJ0f+/Y8ktuFJElIkhOcFiOVF8k+nBRqjHCbLVvZ3WmPDfca8vVVAfQacr7THnsh7/z7IcUWB+CW8Cd+ewhpsJnQbhExDC7JjcvlwSN5cIluZpwZblTH8bgkb2U68Px+jsR7DVlZrMZKDJPwGZHI3Su/rjhBwNnEjeNBIAgWuCmG/56HDctEgFaK1/mqAAa9el0XzruSolEQshg2lZuVA6hCngI5ZoRpCkyTI02OSVq0p2mY3qOCsGjxlQIkPJqfCkQ0VAAarTZqC40k3Rc44ziGZVkLYpvZzr7Ca1QXQhPAwZga/XWp5KVOAUDCbojmNnPP/MBOrQsDnZ9sp9E07V/xZP51qguhK0BzTI32LZe8JEBMjaaBZNBsAmADdQRndzDqSDCsD80X1XUdXdcxDIOrQh9ADTBRKv9KOgCQ8BlhANq1bgTDznlOzRe8E6ZpYpomY/wOsImiL8sCEK/WAwgINBR2M2JLMGxdnH/n96qGMEAmpkbz5QJIuNVa9hqHcGpefrR9SpvVxRHjCxp4bMHCKnxsNw4AfLWSxMt+De9o7kq9PStOiX+Z18gzxVb9Cew4kjkhFbliP8uY8BsbCNFkPIXPDCWBXTE1Ol4WgDmIz4DuGSGDy/KOAYeBPuA48CIQANIUd34spkZLGvB+ASSKf8oi8PHc6VgwH1OjsyvNt651/W/0D8OvpE1gVH5vAAAAAElFTkSuQmCC) 5 3, auto;}
33.333333333333%,34.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
35%,36.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
36.666666666667%,38.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
38.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
40%,41.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
41.666666666667%,43.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
43.333333333333%,44.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
45%,46.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
46.666666666667%,48.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
48.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
50%,51.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
51.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
53.333333333333%,54.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
55%,56.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
56.666666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
58.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
60%,61.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
61.666666666667%,63.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
63.333333333333%,64.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
65%,66.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
66.666666666667%,68.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
68.333333333333%,69.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
70%,71.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
71.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
73.333333333333%,74.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
75%,76.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
76.666666666667%,78.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
78.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
80%,81.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
81.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
83.333333333333%,84.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
85%,86.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
86.666666666667%,88.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
88.333333333333%,89.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
90%,91.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
91.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
93.333333333333%,94.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
95%,96.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
96.666666666667%,98.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
98.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
}
div.testarea{
animation:rwdcur205428 2s linear infinite forwards;
}
