@keyframes rwdcur125660 {
0%,2.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB1klEQVRYhcWVvZGkMBBGH9QFMObl0WNsCGtuFOBOKOeiKCaENcfgywPzMugzJCGxs3OzVTDQVVBCP3xP3eoWgHOgtdPlxJEQLcCREG1uHAURAT7eDoNov3bsDVEAkhf2hrjzwN4QS4DKC3tBPPTAXhC/Fl/XG7///H0014Fma4DigSQ+fb7nXZME62dza2txoOF6q8/CPodwFq+s8sLL7W6X0+Xk0+e7T5eTfze+pbW8KLY/tYfi0+XkfLwtz8cPzIfBkUqHhICz9O36/9eB6+0nmlHYR/dxXIojMDAzvDMfzO7C+WxX9YKHc93HOK/vAQgSmM0MAJZekuhV/rVJ/N1H17lf9Anok9s7M+8yhZZjT0vxU/FxmMVD0shaYxddHqRGgOl+/WoAgjCLuwpSg1UUpREjksJiQD4P6wGkOc4ATVCTGUxi7DoHOAc1ICxB5CXrAcyQLRjmDyXAIUGUNaW5HiApVf+kyaHIeqqJlnNXAyj93ICxyvMmqLFKaTBzOkPEwpSHVgOcFYVEfLwrEHVY5uOnWCdyGm5SB0Yzz/ua07CqQ9FLZSyQMmYrgAJRrGSdERTm3jldk216Ew7JE3Y3YnPQ+7C8lF5yFeciU3skPLgND7d/z7rWVBx3LHAAAAAASUVORK5CYII=) 0 0, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABrElEQVRYhc2VMXbCMBBEP345AGXuMRQcIWVOYbccJa11Co6QkiJ7D5e5gVJIsiUDARLFzrxnLCPZMzu7KwF4VkQzHLasKaIBWFNEkwZriQgCXveriWjmfywtYhIQXVhaxJkDS4soBWQuLCXiqgNLiXgqno4nnt8+r631wKa2gMmBSD68v6SoiYT5VR1NTg5sOJ7yWlimCEfyDJkLf46zKIfD1g/vL344bP2l+Zpo+KPc3our5MNh63ndl/VxB7zkkUAAAnOByNnF978XEHGvAN/qPF1tj3UdFh87K4Xc+mj+wW/XJnKLP1KaEfQtbrcDhAEuE3FrJ3xoDzDADCySW1IDtH2PhRXFOze34kcgAwTtfKLrwAxJSKJv29HZKgJ8K4+BgyJATXmYBz6ingNSKH5NZJ0ZziC2RIZJTdUUgMbuK0lT7pVdAeVp+AviwGMjeRcqMMaaCK24Qe0iLCIPLP3ciJK/joCNc7FNc/Lrec9rs5oDliy3QN4rRS8s7gBJh2UWVD2IfNbfc3EujiXosnOh+kn4Ifm8/0dnFJLg3GNnwY9FpLGj3Pv/Hb4ADAmphr7ty6cAAAAASUVORK5CYII=) 0 0, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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div.testarea{
animation:rwdcur125660 4s linear infinite forwards;
}