@keyframes rwdcur27900 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 6 3, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 6 3, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 6 3, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 6 3, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 6 3, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 6 3, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACS0lEQVRYhe3Xz2vTYBzH8fdiskpZ2hSc1Ms8THfZ8NIiRWQzMncoTjwJgn+Ff8MuHgZec/HiwcMu3mTYHkQrY9cyCkqF/pC5H8IG65I2efJ42DLDfjAb1hbUz+nJk2/yfT35BYF/PZfOK5iYmCgLIRqO43zpB+hENE2T+Xx+yzCMhwMBJJNJWalUBodIpVLS87zBIVKplPR9f3CIADAwRBgwEMRxQN8RpwH6ijgL0DfEaQAhhGy327LZbMp6vS6LxaLMZDJb8Xg83zOAEEJ2Oh25t7cnPc+T5XJZapomgHXgu6IojampqXc9AQghpG3bcnV1VViWZbuuK7e3t+Xc3NyGrus3LrzpcYBt27JUKolcLtcwTbNRrVal4zhyaWlpN5vNvugpIJFIBM0rqqrezWQyzy3LarmuK2u1mpienq71FBCLxdq5XK4CZAHS6fSYaZq7Ozs7stVqyYWFhQ1d15/1DDA5Ofk+aB5kfn7+9fLysnt4a9zZ2dmPUc+vnlewtrb24PjcysqKpev6I8Mw4oVCYbPZbMajAiJnZmamaJrmB+BJ35v/z9+QW8FgKDS5zhhwnWEMVGw8CnSO9t5E4TLwE58kCqOoDAMO8ClUd35GAD3YCF5D8UY+ViKsBIDb3xb/uHZ8fPwVsAWMhgE8ffl2k3tcjdD/czWxeKeL+q8cXDcAIq86lCjoo/z+Etrs0+EHcIWTX0ifs7HpLnsOh88VfghtAK6hsM/BX+MI4AHG4QFDgABsfOIotAEPnzp+FwAV0LpEX3juB4Nfa+SPaX8uOekAAAAASUVORK5CYII=) 6 3, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACnklEQVRYhe2XT2sTQRjGf9nuNiF0kw1RiBZqsbGFUARJkFikEMEeiohXoV9AvIkfoRcPPYrkokcPvSgIXlIKQi/FUqHQHEKDSaNtbYVWk+4m2dnx0Kam9F/6J4kHn9OwM/M+P4Z33n0H/nX19/dfAtRmxe84bjIcDvtcLtcnIUTOsqyvgGgWyFEyNE2To6Oj64ZhPAA6Ww7g9/tlOp1uG4QRCASkbdttgzACgYB0HKdtEHsA7YLYB9AOiAMArYY4FKCVEEcCtAriUAAhhCyXy7JQKMh8Pi+npqZkNBpd93q9o00DEELISqUii8WitG1bLiwsSE3TBLACfFMUZXlwcPBjUwCEENI0TTk7OyuSyaRZrVblxsaGHBkZWdN1PXzRpgcATNOUMzMzIh6PLycSieWlpSVpWZacnJzcisViL5oK4PP5auZpVVXvRqPRZ8lkslStVmUulxPDw8M5oKtpAG63uxyPx9NADCAUCvUkEomtzc1NWSqV5Pj4+Jqu62NnNTi2H4hEImowGLwzPz//FPgMMDAwUA0Gg/3d3d2R3t5exePxuDOZTCibzb45C8Cxnc7i4mIRuF//bW5uzsrn80ld1x8ahuFNpVI/CoWCdzeWfVoA12k3AAwNDXVpmvZeURR1enr6JfAB2D5LrPNIabXhf12kbtYG9Um4Qg9wjU4MVExsUlT2Zm+g4AF+4uBH4TIqQVQ6UChis0qFLzgNmHcBOnAV+F67huKtfHTupLqdnThxTV9f32vgN3AL6urA4+fvfjGG7xz+T5Z8E68aWJehrl60/Sr9rYQWFSqsAoe9BR1Ogi3jafD89nVN9UloAnAFhW12/hJd7ByWsWvuYud1aOLgRdlLOQuHbWC9oSRUAQ24DmQbQm6C7tUGfwB5WJ/q6yiZbQAAAABJRU5ErkJggg==) 6 3, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 6 3, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 6 3, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 6 3, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 6 3, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 6 3, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
}
div.testarea{
animation:rwdcur27900 3.2s linear infinite forwards;
}