@keyframes rwdcur118801 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADAUlEQVRYhd2XX2hWdRjHP/N1CZqzyEkYWlFeZJDQnzMphFxBu7AbYcNBQSxIurAkCEbRC4GjlK4WBAULiyjC1oVBRGQkxOr3LlsmpoVtUrlFDHMddext+326eN1qizN2hntHfeF3c3jO8/2c5zy/53cO/IfVDqRAcTHMi4C/hVTAakMUAU+E1I5Ef6wyRBEw9Kbec6/WLdNtDfptlSAq5t+nJvuUnUqrslWT7dpbmh9ETY5Yw68pu85eSakMjAMjwCBwCpJReXnHBRpuX5kr79I8tG2DvRzftBooV251FYzVw5kVlPpqaHu7P0+63GqhUuLK8gmJz4tvOO16JW7B5XLrLXizxMZJ48uqIrM/ka3iVnGdtVkA/6xYrsasdHv6syH9Liu5PeI74lORzJhSKfVkzi16yXzIJO6xwabM5H6DY8MYZgFImnR3Eh2cI8Ql87Mm7hc3uUFmNtjUis1oB5b7s2NYr43ox4mOhHOzQlTMf09NDBIfdoWrbBYztfQOXbvS+Fp2DGu1iWg3OpoMm4bTmRBp+CU1GT0vdolbvMmCz0U8OYGW0F0Y1xSMNCqdjvO1f9LteBfuEa+xTuJjMnFE+pTHdVmdtqKfoGUGNOkyDX1SOUWnqR2Qng8kvuASb3Gz+Ko4chF9C92C1mxQ9nqeQV9BVzfoVba4PN5gZV+8J39clDeV+6LXFfRp9BhR+cpAy2QF2jNfA+ERa13vA+KBWXrgQZQdyplzmTH3o13oMBcM7J17I9aGereJB/8GmCkfQmuvj1I0M+YZokfQQHf+rbg54IshG6ATvYtoYU02QCfBzzk0/2HELJPwGNF96HYyAeY9CeciJzhlP2U/yga47Jp2GspLymHHOD2z+RbsNDQdCFNDJnKn8qjSMXUtDT/lrkauD5L+o23c9v5x7AFuBIZ+gPK1sOQgeAUDt16dJ11uFQG/OIC+iz6LNqN3oxsxrFu4hvsXxKeH0BPoh+jrGHZXx3waxP4vcaiMhz+rrvk0iCfD4phPalH/Df8/+gvWPKn8hVYnrQAAAABJRU5ErkJggg==) 15 15, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADDUlEQVRYhd2XX2iWVRzHP+/L5gbjBcsKAwkqtoxpNagnLbO7GFJkXqyILiKh2kVQGLGLeAkqqasKMioNoYtIoYv+WqCI9EePi2mTVaO2REHJZa49vc3253y6eOfyjZ75vis36gvPzeHH7/s55/zO75wH/sPqAlKgOB/mRcC+kAo41xBFwNCTurJd9++fW4iy+WBq8rqyQZOnNByaG4iy+ckRk2NjMjAmhyZltybva/j+/EMY0hMmdosfizvFIOODcqpk0q/hyDRE1crVAtDa+yh9y08Ap4F6YCGwBLgKvI7Wz0r0rW6rNW/V6qA8OwEvsM5GC+Zc6tnjU3FVa7akPib8CHwHdOf+Ua6/VZGZZ+S34h7xZcna97NXrKbCLFd72uOBNGQlN+7CyX4cGssEMAymhp7aTseUea9rXOmzMclM7lqMj6M7sgGSbZrcpwer7JhT5v2u8jbbI26VvxbY9GeuRS8u6PrsGDZrboXenejhc0BMmR81sdMl5n0iYq+YKd5VNhibG7JDXtHc9XoNuj3R4TCSCZGGkZMmbjFvsyvEzeIvp9FtGNegDYuNdBrZ7XFGfYdJd1LS1Rc5NITPiIvNi3eJO+Tw7/K05q/UW9A30dGkZBqOSPkWrVAXIKHDBS5ybcSPxIljGJ9Dr84rNytbHWbUF9ArGpVNus6FdootMS/xWnGjjA/IHmW9Nhb0HvQT9As+OLMCXZnb0BAavV/cK058nb2/9W3KV+Pi89k1cEP0cqJPotsJM9ZABcSdAb8UJw9mV/iC5iivKj8NZ8Y0Nek6ohurNK+A2BJw79vZAJfWR2mP8qKZMW0EH6nRvAKCGTphB7qoPppblgkw605YjXwLfRC9kUyAf10Vt+HP/Obn6Bt/AszqNqxFpt1huslE3nOCAX+lND12KtT+IKmrJfiHTQ+w/MNvYKiFHG3kWUoTl0HuQqCBo63Ha0lXs4qA++5Al6GFguZblFXK7QZuncOH6cMY70VvQpvzhkvq5uFp/hL6Gu576PwdtXNCfLprfszPaF7/Df8/+gPIRa0pgggVrgAAAABJRU5ErkJggg==) 15 15, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC80lEQVRYhd2XXYiVVRSGn3Oc8VhGzhSkBMOAEBTjDwh+xEAUQc1VBlH2gxQoiBclFF4MFMeKriIJxIIoDInqVi+SSOgHqpndkNjQDMiIjc3pkJPNlF8hjZ39dHFGG4mN81WeQ73w3Sxe1nrX+tZea2/4D2MQyIFqO4JXAU/kQcBWi6gCzubBU2ZOt1hEFTCvBx3KdAidyjz7c2tENIOPB92V6f3oNvRp9FBmPn3lRZiPfKG3DWjlRr3qBl1xjfaWjLejL2XmtYsiFo1SEQGjfTtYO7YMWArMATPAFCyZgJV1RgduYf2bY0X9LhqbaWYnYIOvjHyk7HehfZ53xWFATxDNmS1c9oUoJ+xVLpPRK8B+ShymK+V7YcUKNWaz20PNs+GnVHZWunVVSe/BJCefDp4pOCfmg0/ayOqOZzHpnEFlk1a60xw/y5yOmScXKWI++HHNRqwx574/s/vrV8vliPJgTHI8iKcbeMDMo5cRMR/8mGYHnOOUH6JbMQl8QRpD8mqa42H8LuLz4r1mhvzrpIg8/zJotlN51xl+9XW0nyirlWeViSjxc3GnnXG1a2Ona1wn23Qzegxt8KmRx7RruXE7OoJj4lPiSjvN3GXI69LcopdgEDBwt5EjThJ9Du1FuVN5R/nlB3GvZdd4h/iJ6ONY47jfktvgqLJby33G9egebHyP74sPicvtluFNFyowmPwNw7zhOPoket2SdA+c/hHdgpY3Jjm18/iyuFEshd7FN+LbBJ9Au5amj9jkb+hbGAdIcg6Jj0a8NlSKH8VHCK4oJZeLB8VzM+h7aQEPB+wJ/2AYkZ6E7ohNEVMmBfztSbgY2GOH90WspgX867hkGxL7vdrr7bHcsm1oqOcLBtFeidvFgYu2kI8WrkZHEfLWF08y1r8ObhVWPQAdG4AaJV4Dfqfvm/NF3BVGszHvGpY9NvfAhHLmnOSz8vEHrbuYcnOQLVGeUfYpu9twNa8sC9Kj3NTGx8kGhtsS/ALa+jb8/+APqvSwj0iPC3cAAAAASUVORK5CYII=) 15 15, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur118801 1.6s linear infinite forwards;
}