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0%,2.7571428571429%,100% {cursor:url(data:image/png;base64,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) 13 0, auto;}
2.8571428571429%,5.6142857142857% {cursor:url(data:image/png;base64,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) 13 0, auto;}
5.7142857142857%,8.4714285714286% {cursor:url(data:image/png;base64,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) 13 0, auto;}
8.5714285714286%,11.328571428571% {cursor:url(data:image/png;base64,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) 13 0, auto;}
11.428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 13 0, auto;}
14.285714285714%,17.042857142857% {cursor:url(data:image/png;base64,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) 13 0, auto;}
17.142857142857%,19.9% {cursor:url(data:image/png;base64,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) 13 0, auto;}
20%,22.757142857143% {cursor:url(data:image/png;base64,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) 13 0, auto;}
22.857142857143%,25.614285714286% {cursor:url(data:image/png;base64,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) 13 0, auto;}
25.714285714286%,28.471428571429% {cursor:url(data:image/png;base64,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) 13 0, auto;}
28.571428571429%,31.328571428571% {cursor:url(data:image/png;base64,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) 13 0, auto;}
31.428571428571%,34.185714285714% {cursor:url(data:image/png;base64,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) 13 0, auto;}
34.285714285714%,37.042857142857% {cursor:url(data:image/png;base64,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) 13 0, auto;}
37.142857142857%,39.9% {cursor:url(data:image/png;base64,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) 13 0, auto;}
40%,42.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACFElEQVRYhe2WwWsTQRTGvzfZjdkmht0IYas2xrQGG/cg2oN4EYNnD8KcAxYWehHBvyB/gIfiISS3BVEkBxW8KKhEL+JJSFS0rSytJrqpSZMGkl3CrgfRkzUbUDy433Hm43u/92ZgBggUKND/LprCy3Rdz965ot3oLc5m9jIl6p8avPT2WrlcXvcV6rc65xxEFPdiQjbS3lXVtS0ceboeA7mZ+UfvI0cfrw3krXbMI8oSUYxz7itb8AuQy+XQarW2k42vN2M9RzjzvF33PO98OZ+5fOHe5gMievj6RDfTTsUFx3E61WrVV65vgGKx6BYKhea5u+aqKIoYDodMkqQkABDRO9u2n2lv6Mng5WcWleUBAPePAgCAYRgjACMA0HU97rrfa7iuC1EUnVKp1J8mD5jiDvwtBQABQAAQAAQAAcA/B/D9HHPOmaqqgm3bbqVSGf/OZ1kWq9Vqe3qmBuCcM0VRko7jJImozzlv/sqn67owHo+TiqJE0ul0xzCMnUnZvo5AVVVhIzOzdOuqdrt+Ul5WFEUDkCWiQwDAGJsDcJwxttQ4q67cX1m83p6Xc7quT2zQ1wT6/T4LH5ubsaPiweaCfGkkhVKeEILUszUAeHVKzu8m9h0GEO6oUa17QJI9eb/RrTcnNugLwDTNsZwIfwzZs5tmfiFlAhd/bnrYebF8OgUg9WMpuvHlA5rblmVZE/+F3wDD6bG4SHlU8gAAAABJRU5ErkJggg==) 13 0, auto;}
42.857142857143%,45.614285714286% {cursor:url(data:image/png;base64,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) 13 0, auto;}
45.714285714286%,48.471428571429% {cursor:url(data:image/png;base64,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) 13 0, auto;}
48.571428571429%,51.328571428571% {cursor:url(data:image/png;base64,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) 13 0, auto;}
51.428571428571%,54.185714285714% {cursor:url(data:image/png;base64,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) 13 0, auto;}
54.285714285714%,57.042857142857% {cursor:url(data:image/png;base64,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) 13 0, auto;}
57.142857142857%,59.9% {cursor:url(data:image/png;base64,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) 13 0, auto;}
60%,62.757142857143% {cursor:url(data:image/png;base64,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) 13 0, auto;}
62.857142857143%,65.614285714286% {cursor:url(data:image/png;base64,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) 13 0, auto;}
65.714285714286%,68.471428571429% {cursor:url(data:image/png;base64,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) 13 0, auto;}
68.571428571429%,71.328571428571% {cursor:url(data:image/png;base64,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) 13 0, auto;}
71.428571428571%,74.185714285714% {cursor:url(data:image/png;base64,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) 13 0, auto;}
74.285714285714%,77.042857142857% {cursor:url(data:image/png;base64,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) 13 0, auto;}
77.142857142857%,79.9% {cursor:url(data:image/png;base64,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) 13 0, auto;}
80%,82.757142857143% {cursor:url(data:image/png;base64,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) 13 0, auto;}
82.857142857143%,85.614285714286% {cursor:url(data:image/png;base64,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) 13 0, auto;}
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}
div.testarea{
animation:rwdcur73742 15.166666666667s linear infinite forwards;
}
