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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACO0lEQVRYhdVXbY7sIAxzRnuv7c0IN4OTeX9AaIB+wOrpSYsUzahAYhwntMBfGySZUuLd2PX3tRM45wyIICmQDjepxbSuAwARkRW/r4vMYRQpEWpArWb/PRYACJWMNyCPDJCkBQ4AIoCgQLTAPuKAwPaR5BOIz0rwwm15nlNCCAQ5G3CyYiYi2NYGSaqCClAVJEBVZUrp0ZET4mTLIMyBBW8gygTLmvJsF8grCJIlIEBoD8I2k4URA7Pi7wnErAG9+FUAlkspOngPXyogkJNOLwGY6JqIPAgU5ccoyCnh+zjeo7vR3Gmpjo4FozSlVOjWk6oiRu3EyB1BucONerK5D6SgSOlA0B6xiEgIoTmKWu03paW4LM0vy6VvMIFsHUxEpDaTMyMOxErLNR8xzks/IqUdRy2ew7SkOZg6X4ybTCimztlVQVCtQO5BjA620qH1DvEACDDnfKbgYVhZTSBWmdD+4gKAD4hSVk4LOed3EHVYypaYUMxp8GXIizK5G620VNs+fSjR1mVV+45InsE9mDcA5rQFr/3jCsTjvWCBewb2QKjdH9VGFkcAE0vW3Tylu0yMJzQmtm7FkdKdGveBfDtfDm5OLAUGZJWFEYQ3A/QKAAA6LfiXkUU27tJxF/zTbwa/j6Pc99B2N4hIu0CegPg5nefeX9V9KZq6MVCpTlzjGNdjgfaOAbHDlobXdbxuXWVktPHUqu8nX/4wWfzQ8fsM7N7GJyB3KocT245ggQUGroA8OvxXJ/5f4wdfEBPBnJgS4wAAAABJRU5ErkJggg==) 15 16, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACYUlEQVRYhcVXadKlIAzsWN+95GaEm+HJen5A2ETEWWpSRT2eZmmyIvCfSb4KkORSochnnUtSBUkwxkiSVIAYltpS0OiPjJJJWdqTMcakPBvR5reA0AYI9oHc3EWAYH5DAq1HCQQBoHWp1te2b5+R/BYWMp2UZDl18oh2Lp4RcA8Psq5tAKgSya2qCcSGohWQbRC98Rr3lITYUmJAxjyZgThGwSCCoOm/V5T9eZ6ApBC9AZBMzsWUJ0h5ISK3Mj5GYW02QRXeHkiyLrLfO5xz4j2LUp3wFGUxRsboKpc2q/nv/besNq8aKfrKKB44zxMtl/eEJ3sgCoSJG1ckItLpGegA0unberc6vgn/JoiktAK45UKbsVbrray1YCtJ4/0CwmxgqAixl0GkgPST7kWSIQyh1znvE4CWzfLgIMDrumpb1bmCUlaoleEBhLAfDtWJ+jLpimt16drKq12j2uqSKEOu8hMjgLUyEtZvaVNTsSPXd0bjPW59TVfnACApHFeMOYO0yL1Wh85CkD3Q9v4Y43bPV4AY7gizKsLDcPoBgVMczjz7gwL+dIgx0jm3zG4REaZ07o5miflUHZxVTvJCrfOd8Tt6Yjb9VqdvFFSD3Sj+2GhmhvTFeDcNr+uCJaXXby03h6N7FnJo2ivaHH0uqdELaGr8aziA/rKKh5D+GIJ0Ca2JpTlHUneUotxO+2Q8CeFWctPEw+LDpO3dxYVa5/mMCj/2jAOTG1GjrMZUb++my0gzaNW18S16KqVx6STbd/Lm0QNGdsFMWXrXp+g/SIzP5F71vzGM9Haqv/5x+q/pF80ZCmJe2oi2AAAAAElFTkSuQmCC) 15 16, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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div.testarea{
animation:rwdcur171741 1.4s linear infinite forwards;
}