@keyframes rwdcur236486 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEUElEQVRYha2XX0wcVRTGf3eCidEEm2xpoRiQCrTqBtxdYLGNFR7wX0yViCHauGqtLUmpwQR9MLFpovhiExPTGpomEjbR+CAGsQm8uWrElGEXu2Krsi6CUFq3bLtbrcYQxgeY25nd+bM1fslm75xz7vm+e+bM3DvgAE3TNCf//4EiJ3K/vwFN0zQhhLCK8fkCtgKnpqKWcwoSoJPv37MPv7+B1dVVTVEUU0KfL6CVeTbbZ/YFtEJE2AmwDN69tf66I7MCmUXLuF/5W4p0E2EpILfiQgh2b63XQp5qp1wS4eUEAL8VIEIK0NZgIj/30zk5/uyX79D9Q00djgJ0obqQKYfYIp3c72+wDcr1xWKTriKMQgBtJHnGsgrC2HA69JUnZhPS9udf1+Q4e+1qwSJ0hJcTWIkQYF+BMs9mlpYv5tmtyBPZFADVxSU3JKIIQAghcnvAKCgWm2RdKEIIJtt78pLrxIlsylFELhR9IIQQiqKIx++8VzqNZZ9s7+HT4FMm8sry2y2F6NXIRchTbX6UKfA9oGkac4sLzF25AMDclQtUbihlbnHBdP1foFgZrd4DRpKz2Usm/9nsJUbnp6XA6uISRuenpV8f635XAUNNHcRik6ZuzyU1Ju/sO0Rn3yHbGJ1cX4DxNlgKMIoYauqQJKPz06ZxLuzsgO0tst0NAfaVbgfg6PiHADSON9O7Yw+Nrc1yDNDY2iznGO25SGTym9O2Ajp0cqvrXJ+TPZFJMb6SuXEB3uAu+ZtRI5ZkM2rEFOcN7sqLm8lc5KEH6wHYcdNtsg9cBRjR3n04T8SMGqG9+7DrXLtqOfYAwKmeQT45NUzrAy188WWEmsYWk79spZnnq9ulv+OxJ7jj6SrbPsiFawUq2up5wfcogPw34paaTSZ/RVu9ZZ7n2l7kYH9YgHm/cK3AxwNv0dhSRzGQJoOHbeYVbMzi6d1GWo2QJkN6dgR1IG6KSd16s+VOaClgPVCeftLlVaiR6wnVSJza7ZWmOT//OGe6TpdXAacB+23YVoAV0uVVBHx+AKJTMf6pDZj9VxXpB0hPxVxz6vuNpQBZhQov4YFhgt46ogZ/MOAn9FI3R98+wqaSjcSiUaIGUnVgmFCFN2/1+rkyvJzg89m4AIcmHEmeEfqZzt/1JIqa5EDp2iq//uZbAHpfP8L0D2unpwOlfhQ1SUPAB7iXXofjUxD01jE4MWaeoCa5f+d9hE8eI3zyGN577kJRk6aYwYkxBifG6Nv9rOuXlWsPvL/3tTxbYOfDAJSXbWFx6Tz77/ZJX6x/iFj/UN4cY/mNlXEUsGGLoKahCYDTv1/mRCqOsk4MsLh0Xo5PpOLQXEt35yNy/kfvvJeXM/ew43qPjneFTDOeefVlmfxgf1gc7wppRpsR+ovHbvVQwC3QkwC88sZeLT7/BwCJkiL5b7S9++YHJgIn8oIEGDH+1SwLlycAmP9+1tZmhIZGeDlh+735L0zaJD3Y8Jg1AAAAAElFTkSuQmCC) 7 7, auto;}
60%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEgklEQVRYha2XXUxcRRTH/3OlSWMTqKFbvioIXUjVLfTepWylUetDtTQV3Ygh2pSIqS2xYHhofTCxqSbrQ+XJUEPTaMIm9UmsQZLlrWuMKF72UhZsVdYtIFuqC9ilFZOW7viwzHTu50LiedmZc2bO+Z0z5947CzgIpZQ62f8PyXEKrii1oJRSQgixWiPLXlvA0dGI5Z41AbDgxw4fhaLUIp1OU0mSdA5l2UuL8gtsHdNdCr1yRcsKYQfguEmWvfR+6g5mU3cs7dsqtqN4SyGI7KXZKmEJYKw4mzdW1GTIUisANto6nYr/zkGQBYID0Izogl/79Rqs7H11TfYpAQguxHQgTpLDnCtKre0io03TRhwhWvLdOpCoAwARG44Jyzx2PcZ1//y7zMdLy7ezQogSXIihPz5meQwEsK9AUX4B5hb+NOnXEzwbRA4AEEKIsQdEIE0bwSooCCEY8XeaAsSWkgAAd67LEmD1WKgRQmIDQgiRJIm8tH0XN4plH/F34ivfq7rgZSXb+Nid64I718VB7IQ/SUYAUYzvAeN8OjGr+xXFCYI1pwhhCWD1HphOzGL61k3+qwMyzNcjlgB9dU3QtBFdt0/fuomyzYUAgKtL87r1V5fmEZqZ4CDuXBdCMxPczsZWoJYAIgTrdmNQMQAANAc6TGtEERNYEwAAHC3coQsWmplAaGYCzYEONAc6LCGMOiZi8PoNebwPdIfdWFFDWaOIjrqGLtpCnqw/bFrDdADQUOrh/irzCjC0kkL9hjwM3UuhPz5GbO8DTAbv/4FB3zMAgEvdH6Jy9z6dvWvoIibVMDyra5gceOhRk6+hlZRJ53gEit+nm/vbT2NSDet0k2oY/vbTpr3NgQ6T7oXna0y6rBUY6OzFlwNfI5QcR4Nrp6kCRSt78Ibbz+1Nh17GY6+VQ738o6W//vgYwYOjpo4VEOVskzmj9dithFKavQKl+2vQmriLKSyjVT5osj9cuRWt8kFuf2R/DYAlS18neoK6pieEwPR1Mj4Jit+H3fuqud14BEzE3lDDUWiXhvkTYPwSshi985PmCqwu5BCLJeVQww+uFGo4iqodZbo9v/0yrZsvlpQDGLYMLgohJPsRMIdeWQEAREY13K3y6u23JW4HgMVRzdYXy56BOQIkN23EZ+9/QAKNR2hE0Pu8ClreakfXR2ew1bUFWiSCiBBUUuNIbrK/tAJAOp3OrLUy9sfHCLvPBRqPUKXtFUhqHMcLM1l+9/0PAICT753BxM+Z69vxQgWSGketV8bbn58FYH/2wYUYBqbGiS0Ag/B5qrkzMbun9z6F4IVuBC90w/Pk45DUuGl/70+D8HmqTXpAf7/I2gOfvvmuSefdewAAUFJUjMTcDRx7QuY2racPWk+faY+Y/TfXo7wqjgCbiwkqa+sAAMN//Y3zySik1cAAkJi7wcfnk1FgTxXamxv4/i8+/sQU3PhEZP3vdq6tRXcfe/3UO9z5iZ4gOdfWQkWdKOzF82JFNSUgoJTqsl8TgCi+Z5+jpTszGc6MhzD87WVipVuPz/8AUCMug6zLVxAAAAAASUVORK5CYII=) 7 7, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
}
div.testarea{
animation:rwdcur236486 1s linear infinite forwards;
}
