@keyframes rwdcur192855 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD/UlEQVRYhe3WS2yUVRQH8F+nQ51OSwsFWwIUsVTkZXzENDExMQaIJuIzMYZI1I0LF8OG+NwoIa5csJi4MMbER0wMJuoKY8KKxEAABY1IIw8rzwKlYDsOwzAMLu4dZsAyVlpXepLJ99073/c//3PO/5z78b/9163h3wB9meQ8OjCUoQ3nrvdscpJ8bsC0e9n2G4/28/B5Dl0kjfloQXmsFyclA89xsJueLhyLoDOQwxYGvmUBytkQcAr5TCSUmAT/Kz6mZwdO4nB0nBC83RaW5SzTsAS9WJINRCaFwHLc9wP5YezHLfgD23EkOG3D3Bp/ScyaLAKvo6eT9GKswkYUI3gjiW7mjeGrqcJkotY3lU9fiIsOZCL6rUhTWBmin4l+lOKjQ8Zg9U+tE9teiQ4b4m8/TmM0rFMXAoFcdD6EgQzD0DgB50kcfo3mm1Xb6Rha6E+zK0/vGQ7kyM9iF77LcO5rCpAlMZEM7H6JabNrNkaRZmQOHwzS2sqHfTx0J+8LJUhfg5G+UQ18uZpli2s2fsdlitN5B9sXhxTnBLWX8AASWX7CL/G15I2U4O3lvLiiZiOHM5RnsL6RQ+hGH27HzxgUZJKI19NoRuN4SpAWhwbW3MEbj9X8WcRuzOKzpuCoELdLwlwaiPeDOBUJiWQ662VgURTWj8ijYTqb16oq9zLew16eWcknEfS0MIP24XtMEcbuRaFB8sJg6kJzPQ30vcVHv2KE57/h3XURrWKbQ3hvXmCTkNqjGUpZWuO6J5KqZKAynzoqCaxHoGPAlRnatzTeV+wg+jiwKkS7JoLuyQaBDYbX9ArtmhNK0+qa2VNPA19Mx5H4Zu2Bvg+b2NXJOkHlj2M1HhGm8f14UNBPRXjlmvum8WRguInCAlLd+CoS6cJ+Rl7l2Qh4l3DgzI+RrsAeQbgLBR0UhNrnovOkUJZSPREunMPaZrRjqSC+FrRx0whPFnmqhRNCqoeFGo/GaIcjziWh948LQjwfiQz/XQYOn6WcJHFZkPZF3I1lOMHMduZe4mkh1UVhzjdFByfj9WyMPimcHUUcz4SsFOoRGFnKoan0tqkWrYnSKMkiqRI7Gpgt9PfxSGBIENsUQS65+J8qxBW4usdxYmMYIuufoP8eNrSzLMGWS6Rb2NtQHTjt2Ck8v0io/ykhylT85SNuodZJPQJlrITlgfHnguh2NtLVyNZKpiL4UdX+L0dHBaEdy/G5ihXHQ6DWikIjbFUdB21xv4zBDLlsVeW17T3k6lOwWEtm3F/F2QBa6Wuq50NlyKSEgDoiiUqUtR1RQiFTgzvhz/JsuLS5OurKOo+RzDV1r7XJ+CZM+etEHUE5c3Xdx7TJ+Cq+HkYiOw78PwFwCBmRxR6J0gAAAABJRU5ErkJggg==) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur192855 1.3333333333333s linear infinite forwards;
}
