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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 16 16, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPklEQVRYhe3WX2jWVRzH8deZ23TP1pyWpdHTRbMaQhKENhX6u4qWSBdJaBDDq4gCWXURgRdKWoR5YQgVYewyRl2UVtQwJUvK7izKvKnVWji39uQe5/48p4vzE6X253mM6GYfODzP+XHO9/v+nnO+53uY05z+Z4XLndgbYytqs+4EJvIhfPWfAfTGuBrV+2nN8UADK0ZoHGG0hv4a+ifp2cwRlMqFKRugM8atdTzUTNuNuPqSyWM4h0H8Rt9PvL6FT/MhfPGvAXpjXP0qm25g60rUS+sds98qaR9qMR/j6Mdxutez+5YQjl02QG+Mq19iYzPPrsu+nXEx4snMQC0asRANWb+AA3S38fJEf/+JO5ctG53KR/VMALtobeLJmzGAUfyRoi8O8844BxrJTfLgEOubaMhjUdbW8shhBu5eunQPTlYEkEV/33Jyp1HMoh6n6zH2YjQfwolseFdvjHe8zzPYUJMBNONXtlTzScUAO2mppz26uOwTvNHBm/kQjv99fD6EI9/HWDpMdR/tOVyRIGq/5VG8O5WfqukAArfVUTWMecn5qQ7emsr5BbWE8Pka9gwxVsy+LU0gG6abMyVAb4wrAreWpD0voMQH0xm5VAs4O0J3tl3mpbkLKgLIh/Bd4KoF0r4PoUhPOZfLTSEcK/DekJSqNZmNozHeNdX4ac9AieJARhhTvzSb8wtaTENBypqzWZMy9B+a9gxgYELK83mJ9PbsOp5Vg6z6E334AcMpi8cqBTgZsz/1aGKzMlbhaIxrJ7nnPH7EKRQ5Lh2nigC+kcg1YZzl+9k0G0APG9EyH79jkNIoH1cMsC+ELnwWk3ONaXDnjhh3TzdnR4y7q9jagGFp789z8GGOrQuhsoso06FI6wjXLUFdCqNzZ4xtOIgvs3Fr0F7DyoVSLTiDSX6Z5MN1MxSkWavh0zHuauSJxTRdiSXS0hZTdEhVMIdrcDpzPkihwL69ITw/k/2y3gPPxfjiIjpyXHuh6tVLK1KS8vyctOyFBNc3xNuvhPDCbLbLfpBsi/GpGu6t4/755Gql9CSV5TGcp3iOj8Y5tD2E18qxW/GbcHuMj2MVrs8a/Jy1r7elwzunOc2pbP0FE5USNx8BoeYAAAAASUVORK5CYII=) 16 16, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur169329 0.9s linear infinite forwards;
}
