@keyframes rwdcur30647 {
0%,24.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACM0lEQVRYhe2X30sUURTHP3cclmUSkSVqG0xWIYnoxZdtNnwI6yHCwMoMevEP8KW/RdHHwJdAw3YDfxQm+LAPGsq+9VCgyybj2sOyRA3bYDM9zF13IXT3DpoY+4ULh3PmfOc7zD3nnitQhwZ0AJeATukrA9+A74CnQqaHEBAF4j2j48PxO8OPAIprmfTO3FQGcAEnBKcSYsCgNbGY8yWsicUcMChjStBCCIgAMcPsTVQd0o7J2KkL0ADD934f5krbCMMXVoAGfl2ur9X8py/gRNEScC4FeMESdR1PeDX/vxHgCK3t8GXSdsII0KWIqFwRGrfnDoCfX7/swvXOmg0EzahR/gFBy64AFV0SxgFTEhzXUDwZMwoLM+uW/OLCwsxHgsOpve6Zo/IdoATYQFEAfT2j448vDzx4Zpi9iaCr+UcQCE9owvuR/2zvvnuVtT+8zgGY9572d91/PtCe6DN9z2+Q3+Y59nZ+P7s0uzM39QYgmZpe2fAVYU0ubwEjwIg1ubylmp+aXtkAkmdehjpQLq5l0qkDN6L4CzaBiwCFty83b/2qRBV/QRooC4KpRnkTXrn7pL97aCwJwSbcW53PUSvFpjehTjBGuQQjVbNleKN7aMxaf/HwJoAF2t7q/Hvgk+Q7Dn+VYVVVs6NUHODC1WtdVUedXQKKTfIArYHknJ6GLQFnLuD/GkjCCHCBkmNv56sOaZdkTAlhLqcVwN7PLs3e1iMugDxYbBlTgggh4ESv538AHFZRxzNKXR0AAAAASUVORK5CYII=) 15 15, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur30647 0.066666666666667s linear infinite forwards;
}
