@keyframes rwdcur60944 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
64%,67.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABnklEQVRYhe2VL0/DQBjGny18AoIh/RQFUbNkFTjqQA0xFBkQqGqGQaHoFJAhcBhmqCE1JMA6t2Km0FPN3NyWJYgXcW3XboW1TXtD7Eku1z+Xe3/3vO/dASu5qjaa1J4QtSdEPOMWgy/DAWtGnx9IcfbD+ibw8nyP4QDg7QaqjSZ5qw8+5xlzzgGApeHw7GQ5Tngr5+1ELAhuAP8KIqowIweLKqGmk2za2UMuhHCDA4Df84DwC9MDyCt4FITRJ9pvjcIQeaZhFgI13e9DWzQhxFoaiFZ3DKOuodUdA2AHl2zaZJkdf4x1+RRrrsQAj9ppodoA7V2PAABGXcPd1ycqu7cAzhGEyF4Ba4OpeKADIsLUelHNoQZq+nyRiaofnD5Ye3stJQKIvIx+Ve+mANuZ2iwJONraQOFYBwC8f5ewc7HNxmUOYDvMBRfC3/OSANjONLgkIMk2jE0akqgSJCEMB7CVu/9kpQxLkRbOnw7Ag/A0a7kHaDuQryp/gqQHiAPouiQrZQCIBElWhCllmZ1Y6chewVtyKcrlQFpppYz1A84Xe3bsLmOKAAAAAElFTkSuQmCC) 2 2, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur60944 2.0833333333333s linear infinite forwards;
}