@keyframes rwdcur18938 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 9 10, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 9 10, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 9 10, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 9 10, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 9 10, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA/UlEQVRYhe3Wv0oEMRAG8C/Z3cDdeVe4jd4qWB0WdilFgo2vdW/mE/gCC1tZCFZqsrvJZm8TGxHBP1XkEOdXzwwfMwQCEEIIIb8q7jsAIeS/Umqb7zsD+TtY6oFKKT6bncyz7JnXde2apvE/1WepA1RVtQCmdTv0awiRPTLmoPXuu/rUz4Vbi5WfzLkf3Ma03cPyxd0Z4B6A+6oh6QaklEshxMYNw7XpzJVu9Zn1fZy8fwLQAfi0iWQBpJR5WZZVYOxysPbGGH3Rd+3xbvSHQBxjiBqAfQvx/lVKdgJrLS+KxTwEewrOjqYQVogx55wdsCIX4BA++luMaPDhHK8uG2KsRz7FeQAAAABJRU5ErkJggg==) 9 10, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAKklEQVRYhe3OMQ0AMAgAMI75QhrSNxULIbQKGgEAX93uALBVZp3uA8AcD/YqAgG9luXpAAAAAElFTkSuQmCC) 9 10, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA/UlEQVRYhe3Wv0oEMRAG8C/Z3cDdeVe4jd4qWB0WdilFgo2vdW/mE/gCC1tZCFZqsrvJZm8TGxHBP1XkEOdXzwwfMwQCEEIIIb8q7jsAIeS/Umqb7zsD+TtY6oFKKT6bncyz7JnXde2apvE/1WepA1RVtQCmdTv0awiRPTLmoPXuu/rUz4Vbi5WfzLkf3Ma03cPyxd0Z4B6A+6oh6QaklEshxMYNw7XpzJVu9Zn1fZy8fwLQAfi0iWQBpJR5WZZVYOxysPbGGH3Rd+3xbvSHQBxjiBqAfQvx/lVKdgJrLS+KxTwEewrOjqYQVogx55wdsCIX4BA++luMaPDhHK8uG2KsRz7FeQAAAABJRU5ErkJggg==) 9 10, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 9 10, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADC0lEQVRYhe2Uy25jRRCG/76cc2zHcZxM4jg4RzAhEBKxQEIQaTTIQYJdVkjzCnmNPNGsWYGU7TyAhUACPBKEEcnE8bl09+muahawAoEmwaPZ+FtXqT/91VXAkiVLlixZ8lqJb1pgyRtgPB7j7Ow8fdV6uWiBPM87VXW5cXp62nmVerXIx8fjsSZKtqvq5vB6Pss4hKIsS/9fPXqRAjc3aUr0cteGZlwUBRsTngL4HoD9t56FJTAej3Wr1859Yz4viuJ0djs7qkyZBuYbMF/hz6Pwj8OwsAQGg0HHWn/00qkvnbMf1lUliUKaKNHxAg08fgVw9doEAOhWKxtqrfd841tg1krKDyB0X0M3MYtf29I+w9/GsbARPHz4UaYyue1d83ZVVRmFoJUUmQAyKUU3kcmVlPLHEELxvwWePHkit7a21HQ6Bf6aa6+Xhp3t3DVNc+usuRFCUpLoNWLuEAUZgReR43fe+2sAfG+B8/PzTr+fbWottobD3fZoNGqm02m4vLzk9fXeXMr43Pv4c5LoWZLoDWLaMXWtgg+lC+6XyPF3AOW9BM7OzvTqapobEz4py/pTa827zlXu4ODw9ujoiyTP+0mv16N2+4GJkeaAdIAYUqC3XGO6gagFgVtE/ASA7izQ7XZlv7/Ztda8XxTlo6quP6tc82Ctv5msbaS5D3gvKr2ns+SdTmd1qBMlVRRdIj4ypu577wfg2APwHMAMQHqnLRgMBpym6dV8Pn9mjOvGiEcxiq/Kqn5MQmiwnAslJUchlRKyCYJle2VTZx3Zaq/KxodB09jHRGQh8I0S+O1OCUwmkzgajcL+/n55fT13QsRDZhyUtc1nt+Wwqu1uUVa7ZVHnZVntFKXZmRfVwDqfELOITJKZWogxlwIfQ6qVO3/CyWQST05OBMArUiXbUuk965r1oix1ZYxyzilrraxro4wx2jgnmhDATIiRACbBzJqYfST+4V5reHFxEY+PjynRGWdZ1k+UWg8hSAohCkCKGCOFIHzTIFAAUwBRA+aASMET0Qti+haMp38A/8uzdm3yKUIAAAAASUVORK5CYII=) 9 10, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 9 10, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 9 10, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 9 10, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
}
div.testarea{
animation:rwdcur18938 1.0666666666667s linear infinite forwards;
}
