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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACnklEQVRYhe2WzU8TQRiHfzPd3e62pbaVFoQGL0IQComBGKIGgYSDwXgz4eBFojGeSIxXo4nh4s2jdy8K8QAJCQerGBQEP1NjVISIQClWwNLtdrsfM/4Ljk059TlvnvfZN5udAapUqVIeFIBSjsBT1ngS6gDMuwBaAWwD2C3LJ0o0mhgb6L/I2zt7eazu+PiBDgdI39DQyM76RoavrqzxO7fvZwFEDmBuCESqPdbVPTA7PZXkP75yvvebuy+efbYhdd8A0aiITuhhAKBU9R2Nd4xeGbnce+Z0P8afmFhYsujb+aAEp/0EeLGyAYTqoNQ91dnRgnwOiEQ5mpuBpfcywofqfQGtS6poAHeLjm2bjmm4IAQYHFTg9VKc7Ysh4EsMlGwzIeITqgWAUDgxdv3a1YbI4VZYDrCetpH7o4DSPCgphMBzMRGf8AYkWbo5PHwuHm8Mo+QwPH9axPJ3ioXFTYQjLQiHem5VNADg4NxFUQdWVyxomoLGMBAIENi2n4GqPRUNYIyjWCrBsDkeP8rAF/DDqzBIhGErM0sta0/IJ/wNgBHU+BVsrgHzL03Yzivk8llktwjqYj3IZGdZRQOoByiaYHNJQk3TRTL5Go6jQlWjqPFnwHnpXkUDGGOL09Mfm5ZSqKfSNwS8bfBpcThsE9ndSZRKP2dEfMKnIfX4vqRSv046Vkuc822mKHEiybUgTIdeWNRdtv/AstJb/+oT3kBB33hjGNFaxVOEqoQgSQ3weIKwLMC20hMFI/VO6IVEA7xKkxQM+D/s6zOwHUJBCPTCHLZ3HsK00/OMmUI+4Q1osmKoSmk0rydVxvl57E2gYHyyHHcnSYgxKer7bxT5SK+mtS3LUnAKwCWACP2Cy0aWQj6JyhdwIJeQKlUqyF/OIgTm6KFpPQAAAABJRU5ErkJggg==) 0 0, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAl0lEQVRYhWNgGAWjYBSMgmEAWCjRzESh5Uxq6jwyA+YAdg4FIV6eML0Bc8DPHw9+cHHKGQyYAxgYGL5wcYobDqQDGLi5xEwG0gFSXJziA5cIdXUt+bi4hCgxgjIHmJra3mJi4qDIARSDIP8b/ynRT3EifP36B0X6KXbA82ePBtYB33/cHlgHMDI+vEKpGaNgFIyCUTCgAADZ9hZ0DiifVgAAAABJRU5ErkJggg==) 0 0, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur221111 2.4s linear infinite forwards;
}