@keyframes rwdcur136455 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 3 23, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 23, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 3 23, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACD0lEQVRYhe2Wv2sUQRiGn9k7uBRWaSwiIldIAik2USJYWNjEzt5miYEDG69UEKtDSHsiBA4O2T8ikCBCEC3Mj8uVYpEiJIGkCJLCsBB3LHTWcW93dmY9TwXfanZmmPeZ75uZ/eC//rCEabCNvABcBzyg10R8GhlAGzkGPATuipmDm3Jn4inwwhai0WhI1e50Ork+nmENH5gHxuTORE/MHLSA2WGaFwHE3tzubWASQHgxwLmLuY2qhrFevFHf9+Z2LyG92XjzyiNgy8W8aPdgjsB74DjeqN+o1EOA503E57zJQRAM7DyrLy3TIdxuIq6p7+UF5IOX2fN1o1qtBkAURcl4GIalDqG1dIMoihJz3/eN5mA+AwP62F2UAFcXuwOLPp6//NP36tG41ZqZEWgjt9N9evizcrt6NE7l7JDK2WFifufiiTuAMtfzr/T6bZdnb85zIVZOp1k5nU7Ml9b23ABM5kp6ThVEFoyN+QCAyRi+pWF5AZmGUCc/S0VXsZqR70m9Lw8qDEOhm/f7fXzfT9q2quoG340/FEVCh1DtIAikDmEr53dApSFv3GX3pQCGLaeHyFXqcQrD/DmlIlCUBhf91hQsre0xda9VuiAZiUoDDCsN/24E/gqAvApJqagY+WWAtJ7c+vGs2JgPFUAZpiujkQEArL/rsv6q5QQhssovXbZ/xs595BftUhadD6WvjpTJya0L/T4AAAAASUVORK5CYII=) 3 23, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 23, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 3 23, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACA0lEQVRYhe2WvUscQRiHn7ldPLG0iYVYpIgKFguJICmCYpH8A2lsFiMc2HjpkpBSArZXCQdH3CpNWkER4xFiowauPMRKRLRJcY0seJkUyax7d7M7s+fFD5JfNTuzO7/nfd+dD/ivf10ibbCEHALeODP7r5s7k7NFxBfbiQuFglTtcrmc6JMzzPMOKDR3JhvO0/p2CTnYS3MjgDN9sAT0A6687APoy2Juo1SAZvXJqBgOc7mpo4Gfew9fFhFnWcxN0RsBgE9LJ/3CHZujiPic9qLv+x2R6/qyAgCwuLYvVudJnEwZhWEY9am2CSIRoIT8bgMHEARBlOowDCNzz/NaxnRy0waLiMfx58PKggR4tFDpmPTt85GW541zqwWjz4Au+sWPV3uGLq0b54M4F6c4F6eR+YsHP7oDgM7oAba/Vfjw9TIRYr0xwXpjIjJf2TzODmCqfbymCkIHY2OuBQB99PC7DKvzyHaIfD6faGBaBW5bxGNAPd6XBBMEgYib12o1PM+L2rZylYGNqQ5CtX3fl3EIW0Ul+GNaN32gypA0niX6FoDbUupGdF2pzSkIkt/pKgOmMmTRXy3ByuYx43PL3V9IbkJdA/SqDPc3A3cCIH5E62S6jFwboF3vn11tKzbmPQVQhu03oxsDAKjuVqhuLWeCEKYLiO3JWH6FbMYWpen/UPoF0gHEMYRW4eIAAAAASUVORK5CYII=) 3 23, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB3klEQVRYhe2WP0jDQBTGv9hoXYTSxc1RKnQIuDi52tmtLkELhbrYzYJjEepYl0oglExdXMVWEYooTkrH4tih0EWhS4mo56CXpumlL0lrUfSbLpeX+37v3Z8c8K+/LokKKIKtzSVzd5nKERlrVzqdZrytaZrrtzOEeQJA8aVSuCgl99mo2CDmJMDs5sk5ABlAhL3P+zb3IrKsx7FnJscN7J5myVinOZU9QFQAAFgz8iAtZKkwqKo6lLmozzcAAGTKkErbcB2MG5mmafXxNgVBLcJ7L4CGYVilNk3TMlcUZeCdSDI1+B6kVd5+1FMMAJZT+tCguY2lgedqJ0oNDWBEBZzZZ8r9BSsqa7UTRajXRqjXtswTi0/BAYDB7AHg6kbH4fWrK8RZN46zbtwyL9RawQBGzb19TjmECMaLuSsAMJw90N8NTohwOOxqQO0CWZBtDECT94tAgM9K2M0bjQYURbHaXiXbDb5Mm26mIgjeVlWV2SG8ytNBZBd1KPnJPhDApEUeROOIH06G4R4TqALUNPjRt05BodbCylY++IVkGgoMMKlp+L0V+BEA9l+0SNRlZGwApw7W+8eKF/OJAnBD581oagAAUL/VUb/M+4KQqIun1z+jtgP2ZtuU1Prg+gASG74UxNfJqQAAAABJRU5ErkJggg==) 3 23, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 3 23, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 3 23, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 3 23, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACCklEQVRYhe2WsWsUQRSHv9k7vBRW1wgeiKQQhBSbRBQsLGxiZ2+zxMBBGq9UEKtDSHsiBA6OMH9EIEGEINqouVxtYRHMQRqRFIaV88Zq1nFvZ3Z2c54K/qqZnWF/37z3dvbBf/1hCddiB3UeuAYEQL+F+DIzgA5qDngA3BWLRzfVQeMJ8NwXotlsKj3udrtWn8DxjhBYAebUQaMvFo/awNI0zfMAxsH1j7f1RARjgFERcx9VHWv98dv5T1z8thQ0hozfXX4IvC9innd6cESghRgBdYbnblTmJcCzFuKrbX8URRMnz3qWlqsI91uIZT3fXEWtb2XvN41qtRoAcRwn61LKUkXoLdMgjuPEPAxDpzlYaqCD2s96/qG3pgCurPUmXvpo5dIv853jeh434K6BZXNuhj8rtzvHdSqnQyqnw8T8zoXPxQFspwd4+brH01cjK8T2yQLbJwuJ+cbuYTEAbZ4+vSkzpxoiC8bHfAIgz3x9C7G5ikpD6MrPUt6nWE2HPD23AUkphWk+GAwIwzAZ+6pqGvikIA2hx1EUKRPCV4XvAZ0G23qR05cCmLZcP6MzS19OUtr3lIpAXhqK6LemYGP3kKv32qUbkpmoNMC00vDvRuCvALB1SFp5zciZAdJ6fOvnteJjPlUAbZjujGYGALD3psfei3YhCOHqgMD/z9i9j/pufJR59aH1A878x1L+cqBJAAAAAElFTkSuQmCC) 3 23, auto;}
}
div.testarea{
animation:rwdcur136455 2s linear infinite forwards;
}
