@keyframes rwdcur208313 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAClklEQVRYhbWWzW4TMRSFvzv5QywoixbUJ2CJIAvEE/RZoM+D+ix9CFSxZINYpK2Eqkh0EXUymbksYrs3ju1M0nI2k3g8Psf359iiqsoeEJEjYAGs9vkuhyHAd74VJ0059+RT4DWwfC4BVYooQ37mhp6NfEtAHImI/A64cc+DBahqmxWQgiOfAzeqeg2s4kX2IReRQdM0oe4qSIfefHQJ3Dvyyi9yiAARGahqOxqNJIypqpaK0KThVFWvDyXPirICbCSsqFyEci2Za+3U/CDAFpwLO3Y8V6B2YVVtUhuw80XkFFPIYtWagrtX1Z+5xXJC4rlTzrf+i8h74DdwD6YLDPkMmDmlO2EJUmmLBarqD+AVzgSl67q6qqrP7r3t86GqNrtcsoQ4An7MRmFYVdUJj/ZqTebJblcQ/wIYwzoMCx7t9dksti8qR/qwi7xkVrtQ+layb3js50PqIJd/ABH5BPwC7opngevv7A5y4x/4svGMyM9YR3wJuw+jhW/Hj/p1i9walcUVF3R0XHGRIp8Df1jXXjkFDkPguOu6WxEpGk0KCfIZ1gl7CAgiVPUW+tdEijw+0HbeBxxWwJ1PR5+OyJHjjnQ/r28EPHw6rkWkykUiFigi71iHfhHfJ/YVEETk0hGfnrlT0KNvCqjr2octpENVO7vbVGq8ECf42G0gIBmBtm11MBiEd3Vdt+PxuFoul91kMvHhG9rzPywY3Scs3EG0eR8obHoDdV23htzvSkXkLfAGeOmGH4AHf58ouOERsNgIRwmW3Fu0iIj5feJeL4FV0zSMRqOtdUxK/orI6SFFGOAikFsjFGupW3oX4QEIxVryjd4pSKGw+w0R8aA1qf8ZgSBCRI4S5nQGzJ9UA3tgw7ysPf8DZThlivoUl9kAAAAASUVORK5CYII=) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur208313 1.0666666666667s linear infinite forwards;
}
