@keyframes rwdcur216634 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvElEQVRYhe2XX2jVdRjGP+92tHnahRciY1dZWRBdrFUiKVEGkV2opJMKE7qwbiLUJZuQ6FgT/+SK9YcSohshmu1cRJmCaIJ0obL0EKOwwouQCAkZnZnbeZ+3i9/vbKc5bb8z1pUvHM7vHL7f533e5/u87/ccuB0ziMH+0r3f94/cNxOM3Ew2m7EfUQesrhmj1o3FgdLjLk4hI8STrS/kv/3fCFwYKNUZnHXRGm5InA+3hx99aZ6yYtXVQsCMDQpaCSMCCGuJYGNNWFk3FAulfAQXJZqR4Q7IkHNZssVLX24YyYJXiwJvRNBcqX7iZc0hOrKCZVKgWCg1p9XnU/PhbsghEhVG5Hb/8lfv+G26mJkUiKAngjxhwxEMuYBEgaEQVyXyIXqyYE6LQLFQarowUPokgucj2GewyJ2jFoYEhB2VuIewPRLrTvaNfnri3dGm6WDfchAVC6UGkjPviKAxgj0Ptd25HeDcoWtIifQhWLap4U9g+8n3rpcJ3nSx7ti+sb0Sb6/snPN3JgWKhRLFQunFCH6S6JZoDNlVZHsra6qTq6r7Q3ZA4iqyRoLuEBe/7i5v+HJXeUoCN5iwOFB6DHhHwZK0xyvnXHTnq4rsIVshsTQ14Bkvczw1Iu48K7cWdwhPWlXOGcm2PPdW/XdTEhjsL91lxl5gfVLKeGIIcEFVciSq3Z9+TpLFpHfpX8/9IetYv6/uElR5wLA8Yj4wqb8nyPgk2SvPniYIQaU9x9cEE2uSYuZH0HjTIxj8bOQZFwcMe6CiQAo0RNiJquTL5bR4kvR8iNOJ1IY7T4TbgxJUvgvxo0R72576I7f0AMC5Q9dyEq8QdEXYgrSKKxKLlm1q+Avg1AfXD0SwVW4Q9K7YPLcd4MjusUbCfnFnYSr9FRddBB+t3V1/gxOn7IJHNswrL9k470PJFsvplTPqzoKQba6sSc6+Mg0n9obs9RALJUZD9AKL1/bUvz9V8psqMDlOf3z97hD7JZ6W6AlZH0G3i60khuz1MdsRwWsEO1wcl9i2piv3839hZ7oLTvaNfk6wXuL3kF2WaE0Ndh5ZU4gmF1+s2plrmy5mpp9kcjoUrELWJNGk1O0ha1FiztGIbDdipsvoqS1zL6lsfemwITzxgcY7g741XblfZ40AgESPO39UD5mUzBXCurPiZSawsnPOcLjt9PHpl/a+2Lmmu3541gkAlJ2Dcn5IVDBCDBEcrAWrJgKrd+Uk2Tb38ZG77WZ9PqtxuNO/Odzhx2aCMaN/RiFrj6hNxdtRiX8Ai2CgDYovdS8AAAAASUVORK5CYII=) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 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:rwdcur216634 0.4s linear infinite forwards;
}
