@keyframes rwdcur4925 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 8 4, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
25%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAELklEQVRYhe2XPWwcRRiGn/nZ9f2M7xJLOTkWIkjB+XGUIklPEREURUhB1BTQ0SClQUgUNCkpgJaSDiFkqN1FogolTgokkCxiKc7Z8a3Xe3u7s/NR3CaESL47G1miyNvMznyj93vn0/y8C6/wf4c416lbJ84tvfB97lmsHjsnzllxLj4Mv5qSvMf+/uPxzHqqyPhbawhh3IdxX+Sfft2qKTnshOQd4ARKwZUrv+K9RimN95puN8W5jFaroCwBNN1uRlVZlpZ2uHFjA4Bbt76QdtuqNPUH5dEHBVSaJkCMUjAYOPr9RYbDBqB5+rTDzk6HwaBFUcQkiWN72yES2NxcYG3t9VlyTA2qNP2NEKDZzLE2J007lKXFGBiNYgYDR1HEtFo5adpib8/hXEa/33kmQqVpcWQBAi1ENjAmZm4uw5ixiKKwiGhC0AwGjuEwxrmcJGnw6NEC8/MZW1uvIfKXQGviIicFaxFvAatcvrzFaOQpy3HZm82MdjsjigrKMqbbTWi1Cvb2GjhnWVu7QAi3Fdz7TwJeEtGnKDzeW0ajFnFc0O3uEkWePG/UImLW1s6h1Eeqqn6axj2TgOcilPqZS5e2GI0CSgWyzBFFnpMnd4njgv39BdbXFzHmE+bmvlNpOpV34h54Sek9RG6zvt4jjjVVZel2dylLy+7uCaqqw8OHSxjz2azJa97DQZS6DvzIxYt98hy63YTt7UU2NzsY8zVR9GV9hI8PovVNUWogFy78LufP/ylaDySKPhfnesea+F8ijHlftN4TrffEmPdefBcOgwOv4hkQUEqjlEXrN4DjLfuLEKXeFmMG0us9katX18WYPYmij4/CdfhNCNcxZpVer8C5Pt5b2u3AgweLGPOpKstvD8M38zGE+gRovcrSUkajkZDnDaz1eO9ZXt5F5CuJojvHIkCUegelVjlzJgFyRqMYYwLWeqrKAhkrKxuEcFei6I44NxP3TJNE65so9QNnz/YpikBRNFAK4rggBIvWgbm5AmtTrl37A5G7jEYfzuKOpgoQrd8Fvmd5eYvh0OL9eOVRVBCCBgLNZkZVabSG4VCzsrKJyDfk+QfT+CdbskbjTcryF5aXU8oykCQOpcb+oNHIMSYQx9nzN8HaQFHEzM8naN3g/v1FRM6qEA68lw+sgDjnsHYBY3p470mSDkppoihgjCcEQlninzzpVd7bIBKkLDWdzg6dTsbp0xtAj1bLTVrkpIsoBVJCgP39sanQOgBQVRZrfRgMFioIiEBZWprNTOV5A61Rp07lJgQ09I8qwAGeECCOc1qt/LkxbbcTiqKhm82MZjOTEHTodnfF+1iUAmu9xLHXIkwypDCLLc+yx/Xqx3b8mfV+0abXFlzqcQkBqcnNlBzTBAA4laZp/VPSY1y1DSCr+xnjMus6FgPZNDN6ZBz11XuFg/A3QWDymbvuC9cAAAAASUVORK5CYII=) 8 4, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
}
div.testarea{
animation:rwdcur4925 3.3333333333333s linear infinite forwards;
}
