@keyframes rwdcur52497 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD/ElEQVRYhbWX309TZxzGP+2h2ENGF8YEil0LFXbJCDnhhiyDJQYtVKylrRA43u0f0D9g98YbE24WbzyYufLDyq8K8QLMEpKxjjmvjGU6ukPKyuyCEKrA4eyioCIlWlqeu/Oe87znk+/3Pc/7HgPZ6RNguq8Pqbg4S2cGzc5CQZaedcBTXk7I7UYqFCzwquhoby9aBVIYjuamQlEY6XbZGoV7DlBN2c9w9Qn9d5ezrsCelmWZcyeC6gP3ea1BDJ2GmVWIvviws8QMTfY3l0cFAEgGAnj6++MjPX6hnk07JFOkphZYPsRgAUqlyn1juQAAxK5d4+udHXXaf0mTzKITUTAghqM8BzScJKnbfXkMB/OUvjeBMUcAHj9m/fJlvOMz8chWx19w9iTlrlq+AIxo/EcZj/iKl9gz+nMG2FXM56Ptp/tLc9vdMQwXy7C11lDFIl/yAw7ihxpzbcG7SsgybvOAOtF+XpPE19VYTUYYf4rOFDsIGU35qsAbCL8f79BkfJ7uGIZzn1PZWoOdRQSeZTTkswJ7it24wTegPuz0aQ3iCSenBAMF4SipDA8bScdrXhWJsC7LeMZn4pHtC4sYzp6kwlVLxSEA04At3xBAzO+n7U5YndvqWoSLZYitNQcB+vqQhoYIQUbAXJWQZdwjM0uRVx3PoL0MavcngbG4GNxuJEVhBPjsOCB8PrwD4XiEnhg0f7ofAKBQsNDtsjUGgzyAQxIjN8WuX6fl9rj6KOX5E2xbb+8oCrq+XqHrN5v0jYRV7+/n97q6/C/MXdmDQX7b/tem69sWXVHQ3+aAakIMnaan3VZ/5QrTHFMlAgHO/BhW5za1l8D7QTSzCrft+F1WaXCQYaDsGCCSskzH2BiRtTXeacH3zbouVep6a42u32zSN1dO6YrCL8cEAelP/9cDUZyaWoC7CUx3HHS5bI0DA0xwPO1QgZYDAMvAcjiKPrlCwT0H7c1WSVEISdKxLMz1jHvBc2A7HMWm6Yivq+ntFhpAfSjLeIBYPgkyAmg4iaFhnFrAajJiwE6nT2swD8SH/X7agES+ADJux0nqiNLKIhAffwqjCcRRJ55vbZKiMEYeF+ah2/EiVuC79GFiaiG9pW7YudSlN4qDSxM+H17y0I6MFbAQo54/KCHBDgJ/A/+EozC5gmmkivZmq3TrFsP5SMwDFbAADuaB+X3jKSAVjiJqOuZUNXKPIBmN6s+9vXSQQyX2A5SYKZUqDxyd9+nFBsyuQWEVXo9WXxiMhwIBzgDJ3AGassibOIijTrwXhAZFUe/LMh1w6D/JBwCKVuHqk2y9AAjmDQIBGouKGOvsxEM64T4eYHYWdjt8JIA9ra0hASGghfRf9Efpf2leY7OyxRJQAAAAAElFTkSuQmCC) 15 16, auto;}
}
div.testarea{
animation:rwdcur52497 0.8s linear infinite forwards;
}
