@keyframes rwdcur194125 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABR0lEQVRYhe2WwW3DMAxFH4veSU9gbdAVsklH6ggZzfEEJidgDzLaoOhFNNKggP/JB5l6IvkpwalT/1kX1by2lkdivFR/fFdNB2Se+TArQ5QBViAjQARRrYapAwA44Jkg8hyAALaIIyHqAAoksLo/BwD2DLhzxAZVgBR6FiKTAJal5oRhADPSrG8u9EbMTKbpjdttPBnDAO5g1r+VbkUHSCHTRsONAajup1cQEYTeBxGBB5jN3JaxLLyOLI7YaE1oTdF1QtlLAPSJPG7JwRJMsm3ddqKKqOL0RuwoG/TWeBQARCjrGihg3J+5NpAKNpxkWRwBdB/BvegbEMMzuTQHIpqoCJMq39fQ+OZlAOiFNrMfZfhDAIDZbKzjftGQDe+lmYjZ16VUVTkDQXeBqB7KQhkgI0h3FJgPABzStbW8qB56lJ469XR9AlOGbsvaW9grAAAAAElFTkSuQmCC) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACsUlEQVRYhe2W0XHjNhCGP2TyvqsKAFdAugLxKpBSgXwV3F0FcSrIpAL7KrBVgakKTFVAogJyK9g8ULakONZRPuchM/5nOBqNIPwffiyxgA996P8sAVdwwAvwK1U/d47wFuMSvFQliSAhkIeBzp1HM5IIn1PiarudNPfZAAsR/3x5SVWWPNY11vfjD6o85Ew9DBhws1jwab1+0wJPmt8vFn5fVb4SeRH3XYz+u6pH8ErVb2M8e0tO6roo/LooPI37TlHg9UM6MrmL0VciLuBfiuKHAL9MNV+pem/G3XZLB0EEn82g2fa07T6N33IOpSoXItRdx31VnYSYDKAibPqe7a5uVEEFhgFUy6Ox33IOCdia0frpECYDbIeBxuzpq6sCAdyNnI22PX4FUwgk4HvT/DzAlap3ZsxFUB3Nw0F99/3AbFbQdTxDCKDAYMb1ifNhEoADHVCGsIscRMbHDHJ28IC7Hv1PRBiAXuTVuScBGBCBWx+ezZ8SEAHcGAxUI127TyEAA5D3W/dCv04BgDHObB0pKSkJTbOmrlvGbDLQ71BHDYzbIICfKMRJCTwF+KeW9P0AQAhyYOg7yx4OTlf7x+ebAVQEA2YxYibkbIjMdmh28OxlB6t+vQImAvyVcxiAeVUBs9C2A6rxYISz24Ln1fvBa7I2e7UnTD4HBLitawDMUgBFRHfm+cgc9gV4Kv6zAD7FyLrraJdLB9hsMiGEnUV3NHYp4i6Cm6Evp3q7IvhK1e93Xa4oGof58QkIfhWjr1S9gPfthjdl6YAvRf611Qr4UtW/puTV2K5/CHD2heFmPvdvmw0KJJGxAsxw4FKVeUp0fU+d83PjelcAgIeq8u9tS7u7/cQQKGOkvLhg0zQ89j2bE5X/0wBPelwuPehYZk3b0nYdf+T8vtewD33ov9bf0HM0UgrIdAAAAAAASUVORK5CYII=) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACt0lEQVRYhe2W4XHTQBCFv2P4v6sKdFQgUYGdCuIOQgemBDoIVICpAFMBSgdyBZIq0G0Fyw8piWXZjg0MM8zkzdyfk7Tv7e7T7cErXvG/YiHiEbwAX4j4XZ7778R5c83LEVzAI7iZEUWIIgSg7joEvBDxzXJ5sZhw6YsjMZkIhSpRFQUyVWKWkcfIpqqomoYfZqyLgi+73cXxzyIHL0V8KeIrkZPZfc9zT+u1f8xzj+AL1d9qywRx7HMp4uUBeVHgVRVnJD9j9M9l6Tn4uijOijjrgQIcIAGNGbXZU0lF8CyDuu5pmqmwm7YN0Z0bVTa7HZvb25MiXjRhGpcd+EUVVMATqJaz71a7XbgrCkoRPlfVyfhnBRhDCQ7JAVcFAiQ3us5omnm/bx4ewrsQqM24L8ujVTgpYCniLfDuYF91IA97kvreybKCtmVGUuY5EXho26M8ZyugQBSZ7KU0lF7GZQZdl8AD7jqLkVJCgcaP2+CkAH8UsJeqyJC97FVAAHcjGajmtM20Cm6GiJDMjvK8PSXgMfh+TmY9MQZiFOr6B1XVAC3QAT2Da6YYDXzkyYCTFcjGFGXSgiz0fQIgBNkL6yNVDweGTe5DFa4VkKuSgBjjZN9M6DpDNWOokXEux3TyyQsCvrRtMIYhM0UWmiYhku/tOWMLZmd/N4qY2/MFAQClKlXf09zdTYxlFgMoIspz+efkJXgyIwG7KwbfEzYxuoKv89y3s3nfuurGYeWjigl0HNv5OMKvJn/E1+XSFfxTUfg2xoNhVDssZsFlJI7g+ifkj7hfLBzwD6q+PXPZuBVxHUnjuF6KfXFfvq9W/nG7BeC9CBoCwvCbdUBvRjsGVIb/45K+X2WMTYzeqPKtrp+mJDwfWAroeG482NyUfyxgH1+LwrsQSCnh7pgZm5T+zhXsFa/4l/gFf9Y2QL4iUrkAAAAASUVORK5CYII=) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur194125 0.66666666666667s linear infinite forwards;
}