@keyframes rwdcur160473 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG8klEQVRYhd2XW4hdVxnHf2vttffZ+9xy5pLMTGYS2lybmtQkpOXM0MbeXhpbRq2iVhEVReqTvvggKoioIIgg+hRQRCwEFDogiqUP1dDOpGBjalPiNCYxpM04mTlz5sy57dtaPuy1k3E6NfVBBT/YrL33Wfv7/7/L+r7vCG4j07N1CfjAdmCbvX8/sC8N9eOOJ55FiLPANeAS0LJXAmigYddckpnJuSh/kLcjAHjALuAY8EHgaTB7Whc7j7tDgt5i9AEd673AfuCoJTq4Tr+3QZ+yRmUP66wEYGZyTm/8ABi16y4ww3E7PV47XAQNpZ0e7SvhJ/2t3ktSySvWYg/oW0+sNzInpKZn6wmg1fRs3V+/aXq2/jY3kblwAmOGo1Zy3B9XYMBEYBIo7QhIOumUU3am0n56GDgJNLkVCgUULU4eGgAp2TwManq2nrsuAfo60ZXmfPe4P6ZAgOmDt8WjNBHgVhWlHQHSE6iiczfwPus1gHLmOfYAd9j3NzE3A5eWsT89W1c5gUunFr46PFUEkW0yGtySojwREGz1MIlGh5o00nnYPGv1TgtaBWpkOZKTy3Jgnfgb3vnWXZEsCJZe7OAEEres8IddVOBg0JgUhOMQt0PSUOOWVQO4aME3GpoAw8AS0F4PVly30QMmLOM+0Nz14bEDwIPAA+FK9JSQEDbi7AsDjidwywrp6ueBF8niP2wNUHbNrzJwF/CWWgeYg1eBg/2l6O7+cjxZ21/6nX3ftOyrwYiPV1VIX2AiQ9rXdN7sJcAfgN8CL1nQ5PrplafHHhg4aY3JwXOsKCeQr9uAz6ShroeNeEpn8bxgf3vMEqg5BYnjZTrC1QSjb+572bpWWl0kveTE8tnWiaEj1eeB+4HXgeeAxRw4PwmjwK6kmx4WjpiqHSjTWwwB6jYMB62nFtNQE8sUow0mMXniNYFVsry535Lt+gMeQ0eqFEcLjwpXoGNztLcQ3gH8KA+BzgmsnG/fm4b64eFjFYzRqMAB2Get6gOjbkkNOsUsEaUvSdZS1i53kK5sAg9ZXQ2bB9sKQwqhBKkWKAFCCYQrB02sjwJvKCACaM53PoExnxp5uIJeA8dTOB6k/dS31kTCEUhf4BYVOjaARiiBSQ24TFhwTdYXtgKrjicxiUYVQAUOSUdjYo3dNygAJh4b/Mbuj45/c/CIPecpeAMBhaLD6sU23eshwhE4gaS4zSfYXiBajTEakq5mdX4NAbhVhY4M3YWQpJOiU6jtK7JlbwmnqjD9lDQydK728GruM8AfFfCDeDX90tC9RQrVgHApRuuE/vU+uuYRjPjIAHAAA2mcoNMCOoakFyF8qB0OQGdlGQmVAx6ikBmSNCAJDS7QbUYgwB9RNF7tPFXbXzotgS/Xv39gbOVsFxJIQ43wQHgGpCFsZpYKB4QCBAgBUoHjuRDfyiJZACcA4WZkjQFRAKMTOm/2sm8dWP1LDxXIi0AjP37d6u7S19eudL6lKhJhe1bz/BpCCsJGjE4MQgqCUQ/da6NKLtITmAjaF0LCRkLcTkgjQ7gcIqTErTi4FcXYiSq6nRFtzfcxiZmr7Cn+HLiYE2gBv3F85+rC71d+NvZIDSQknZTqntIXgpFC0xaQReDJeC35tPQ0GAECpCsZeE/5GeAc0AXm7dqY/+m189unqzgVuPbsKqrk/HLonsop4CrwmgSYmZzDFohXRqYGPr70chuhIGqlAO1cmc3uX6z9rYcoaoxIERKMNpB1ur3AmC1CCdDt3YgRLpz92lWSbvKdoXsq3wZeA/40MzkXrR9E+jmJwUOVJ67+apnejRB7/nNPbQe8aDVBiKwjIkAqgSU5TFbjJ+3qd661OfO5SxS3Fz4//sjwSevFK/m88U/dcGZyTk/P1i8BjD86PHkrvfCB+4AKsCxV5nrhZpkuXAFZD2lZVUWyZlac+uGhLUA0MznX3/XkqNw4cW1sx8xMziXAvB3TitadB20oJLA3GPUyywMwcVZghCPuM6mRNrba7i9zqwNuNu6981BqN/trl7tlIFo+t/bjpbOt7/b+Hn7RLSl0Lzv3wgUdGQD6y9Gx1Tc6HwKuxWuJZ0lobLXdTG43FevKncUWMNxd6DPyUIXSbo9gzMXEoHuAgMK4RHia0m6XqJUA3NCJblpv9G2SbypvC8EG6ZLFdhENaVPgVE1WYFQWArCrn933rocArxcGvFeBpX8FDjcnvHeW6dl6jWyYkOe+d/mv7/3KnThVk1VL1xIoAA6c/sgFdn9sfMfQ4eqCzaXbym0JWBL5gMkLn/3zyoM/OYS304DJSAgHfn30DFvuGgzeeq7Rfzc6/y0Cm4iZnq3j78uS79TQGQCXrPj818RMz9YNYHh3f/H+MyT+V8D/P/IPgybOfsFeeeQAAAAASUVORK5CYII=) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur160473 1.3333333333333s linear infinite forwards;
}
