@keyframes rwdcur235526 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADcUlEQVRYhe2Xv08cRxTHP0tO9kWsTja+H0oDSCeMY0OBZIpQIfAVqQ6FPyCpIhLZFFEMkmWqkyxxuLItB6Wym3TEpkpBSFyZAqQUJAQnOSnGhb2+H7HQYsDCfi6WnZvdO/b2TrLc5Emj2515P773nffezML/8p7FcB9yOURfmJmprr1zyeUQka+18Y/4Ab3T4Ht7zsjlnFEPRD6TFHc0GyPINuI+zM3ptN+Wq1e/8Tjo6evCjEaw9w7Ig0wtPQ+1RY1sDZcF3ejy5SqouNXByKUKABvzg3TG29kq7fD37/8ytVQMBJHPJKSnr1vZnJ1YBeCXmx18datiKAZmZjByOcQNrDPy3UWkq+twcmJVgaCvmzzBeeIPrvxoEtFf5uaC3FWlYu9jRiP09HUH6pnRCBV7P1DHA8DPAHBIVYeMXKqwMT+IGY3QYR4HUL9hZGN+ECZWPfQD3lrXc8HfB/KZpAycTzcVVJeKvc9vawX8yethILj5SMvBwWWrNmXawhjnM0kZHT6n3rdKO/z6h8VWaedIm3o6o8Pn8PeCUAD8yAuW7fmN9WYZmF5mYHqZWG+2rs5RviK0IOmUScGySadMYr1Z0mOTXP/0IwC+/ekphfuQLv2gdIIkNICKva9yoDPe7vQCID02SXlzjbbEKQDKm2ukxybZfrSodHQfLQM4Sgr3b7D44/d8fuUOAHevfUH2sy9D24c+ct0yhNr6j/VmOXFmCIAXmw/ZfrSo1kSE/3ZeAdQtw6bOfPdg8VPbSJyz43FNcGhhC9ysNqNeU5cV/z7bewd1KqEqoRiYvZAUw4C2xClPVidiTtBU/7hH31pfAKC4XQVTsGzeFMuIwPTPVSYaMjB7ISmjwx9jGLVYd18dkOofJz02WbNmrS94tqoz3o5I0vEJ4oII1YiWH/ypnkWqjSTVP66ST5cTZ4Y8rLg2hmF4fEEIBlyksyAfJJ0t0P9Z9GSqxsY/96T8koJl8/p52UM/hG7FDhARaboCAGXjD94UAAApVTxZbq0v8GzlXo3es5V7KhHBqYw3xXJdn02WYe1xqgfS5/RcOcq2BQBOXYNT9x8ec8z1zgeoebcLujb1pOmvH/2mC04prvxV8uh8cjquQDS6QTfNwNRS0ciDcHghNaMRpOTd393uk6oJNbq+t/z9l88k1Kb6AwSt+eUtv56uAREArEMAAAAASUVORK5CYII=) 1 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADcUlEQVRYhe2Xv08cRxTHP0tO9kWsTja+H0oDSCeMY0OBZIpQIfAVqQ6FPyCpIhLZFFEMkmWqkyxxuLItB6Wym3TEpkpBSFyZAqQUJAQnOSnGhb2+H7HQYsDCfi6WnZvdO/b2TrLc5Emj2515P773nffezML/8p7FcB9yOURfmJmprr1zyeUQka+18Y/4Ab3T4Ht7zsjlnFEPRD6TFHc0GyPINuI+zM3ptN+Wq1e/8Tjo6evCjEaw9w7Ig0wtPQ+1RY1sDZcF3ejy5SqouNXByKUKABvzg3TG29kq7fD37/8ytVQMBJHPJKSnr1vZnJ1YBeCXmx18datiKAZmZjByOcQNrDPy3UWkq+twcmJVgaCvmzzBeeIPrvxoEtFf5uaC3FWlYu9jRiP09HUH6pnRCBV7P1DHA8DPAHBIVYeMXKqwMT+IGY3QYR4HUL9hZGN+ECZWPfQD3lrXc8HfB/KZpAycTzcVVJeKvc9vawX8yethILj5SMvBwWWrNmXawhjnM0kZHT6n3rdKO/z6h8VWaedIm3o6o8Pn8PeCUAD8yAuW7fmN9WYZmF5mYHqZWG+2rs5RviK0IOmUScGySadMYr1Z0mOTXP/0IwC+/ekphfuQLv2gdIIkNICKva9yoDPe7vQCID02SXlzjbbEKQDKm2ukxybZfrSodHQfLQM4Sgr3b7D44/d8fuUOAHevfUH2sy9D24c+ct0yhNr6j/VmOXFmCIAXmw/ZfrSo1kSE/3ZeAdQtw6bOfPdg8VPbSJyz43FNcGhhC9ysNqNeU5cV/z7bewd1KqEqoRiYvZAUw4C2xClPVidiTtBU/7hH31pfAKC4XQVTsGzeFMuIwPTPVSYaMjB7ISmjwx9jGLVYd18dkOofJz02WbNmrS94tqoz3o5I0vEJ4oII1YiWH/ypnkWqjSTVP66ST5cTZ4Y8rLg2hmF4fEEIBlyksyAfJJ0t0P9Z9GSqxsY/96T8koJl8/p52UM/hG7FDhARaboCAGXjD94UAAApVTxZbq0v8GzlXo3es5V7KhHBqYw3xXJdn02WYe1xqgfS5/RcOcq2BQBOXYNT9x8ec8z1zgeoebcLujb1pOmvH/2mC04prvxV8uh8cjquQDS6QTfNwNRS0ciDcHghNaMRpOTd393uk6oJNbq+t/z9l88k1Kb6AwSt+eUtv56uAREArEMAAAAASUVORK5CYII=) 1 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur235526 0.93333333333333s linear infinite forwards;
}
