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12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEIElEQVR4nO3cPWhTYRTG8URFwaFOLUQQHAr2Iw1WtOBWcBZEKYI6OhQdFDrYgotQbB0KiggdXB1EcXERQaiOKrT2y7qIIBiQLnUQBEvdlHNS7tvX5Cb35vn/tuO9TVJ9eM+5772xWCqVtgoRqtVqMeZ8ZNuuVn8AtBYBEEcAxO3xf/Dl6TlTP+y5a+rJ8qHEmYEZIV9YAcQRAHEEQFzNDOB7/uW16/aE5a+JL8iMkC+sAOIIgDgCIG6P78k1Pdz1/JqZwGNGyBVWAHEEQBwBEFezD1AvPyMsHLtv6pvMCJnCCiCOAIgjAOKC/dQ/M+h7uO/5e/u7E1/v7b5ricff/9xMPD5ZPmRqZoL6sAKIIwDiCIC4uvcB/HX+0K979oQDtucPbdjjoZmAnp8uVgBxBEAcARAX3U9D+wLH9+82dWgmKLiZ4GDvHVPT89PFCiCOAIgjAOIa/jyA56/z/T6Anwm+fbSHD/beMTMHM0FjsQKIIwDiCIC46Bkg9D2C0DN/Z8r2Ot/3fDQXK4A4AiCOAIhLfR8gdD/fX+ejuVgBxBEAcQRAXMP31f3zAuzdZxsrgDgCII4AAAAACGrHa3R/b6HZv2Or3z8KVwHiCIA4AiAu0/1ph0zP3dqyLbhYrPkVG/07t/r968IKII4AiCMA4lJ/JrDZPr15Y+ptenKq1+mtfv9YrADiCIA4AiCu7WaAjq4uU/9HT/Z8jzbnf/tov9z44/v38IfMEFYAcQRAHAEQ13YzQKmnJ/F4aCbw/Izgz6+urSX+/NLSUuLxVmMFEEcAxBEAcZm6N71DiT05a/wMUKlU/CncC0DrEABxBEAcM0CTZW0mYAUQRwDEEQBxbXcvwAvtxc/Ozpp6dHQ06vjAwEBd799qrADiCIA4AiCu7WYA33N9D/cejIyY+qo7P3TczwR5wwogjgCIIwDicn8vYHFx0Rz0Pd/38NWF86buu7RiX315Ofn8o49NffXJE1t3dGz3mf/avHDB1CncC4i6OcIKII4AiCMA4vK4D2B6ZKVSMT1vZXzcnl0um7L798nkVw+d744X3AzQNzZm6tWZGVOn3fN38D0HU7MCiCMA4giAuDzuA3iJM4DvyWnzPb9/etqfEvo7j7qOj30mkhkABgEQRwDEtcMM4CXvC6Ts9SX7fMCV8uGon2/09xzW19dN3dnZaWpWAHEEQBwBEJf7GWBlfDyqaV588cLU8/Pz9oS5OVsPD5tycHDQ1N03bpv61gf7fxCF9E1NRZ0fEur5BfdvzgogjgCIIwDicvc8gO/5sXv9j/wfbNyz9fA1U35+aff2Qz0/9vOsTkyYuqvOexehnu+xAogjAOIIgLjM7QMc6T8VdV3/7PSJqNc/+/xd1PmxsvZ5vE8rr9gHwD8EQBwBAAAAAAAAAAAAaGN/AMzcKOonhzytAAAAAElFTkSuQmCC) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur185801 1.6s linear infinite forwards;
}