@keyframes rwdcur156644 {
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7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGyElEQVRYhZWXW2wU1xnHf3N2d7xer9e3xTeMMQZbghApjmWUBpekqJAKJSSQFHpTo6pVH6o+Vupbq7bPfYpUVUJNlaZqRKOmpVipUOKAohIhVX1IYrBjsGNs43XW9u56vbue3bn1Yb7xjhdCzZGO5nbO9/2//3c7o/HoIwyowLMTmI88tEdYGwViQELuFVABSkABMACrBkgt0PtGaIfKdaAF2Etn57NEo0OUSp3ALqAesEWBKzKjArRJQEcCulyZgEfnTkYU6EycO/OrnpdfOOW6LvMX3pwqjl+7AUwG5IRFYSuQlHsHyAFpYBWPrQoeWztmoAnY3/mj7/+i5+vHVLynm7JRaV1//6qG58YNYBOoJxTarw0P/Tj53XO/NkpGv/tFulnARESpKdMG3J0AUHh09jkR/VB4V7KzeC/FvT9dNK2FRRcvBjJiWWPk5PGfDf7kh6f6XnwuFD840LOeXR+0Zz6vFwCbQF6uFmDvxAVKprUx9q8Pb314PYxtdVIshakGVggJ0LaR4dGOrwwDkBx6nNWR4fjylfFDsnYFWMZziQFYtQAUXsDVvnfEwgXy+SnZHBVrloGsrIkZS6l8JV9I6Ik41qZBJZsFaAY6gd148RH1dQQV+VS3ylWnmmZ+IE3LuiUgLt/uAosCKpm7+M6Nme6uk6FIBNe2ybzxVtCwaEC5AlSwDsSA7sYTx19KjAy9vPT71//uZrLLeNG7LMqieAHVLPeWAMuJjEHgKDCKUgdwnKi8NwT8R8BVYEJkFoIM6EDr7le/9cuOoyNxc2U1kb7wxpgAq4gLMqIs6CZLvisB5THoOBbQLutywlouoEsHwsEsiAN7bF3vsm27O/XHv3zm5POOCM8Aa0BRrCkKI0W8FCzJOhsvxQx5ty57M3jxUsYrQppct9JQ4VW0XcbEZDEzdiXl5PO2bMjiRe8K1ZJbFoX+tGSW8VKsINYWAYtEIqk9/thhwpFuisU4jtMM1AUBuEJVvUwtYLkfAysi3FduUy3Bfhl25HtRmIhqTz5xKnn29PH+732zpemp4Q67veNg+dObMWy7EdCCMeArnBMr4yLQB/GgZhMcvrvAL7ehUDwxMnzssZ/+AE15fSnW1cGt2bnD5nvjcUAFAViizAeii2uMAPWVhwAIGqKAMC0tA419e7aUAzQN9BMfPKCy7433APlaAIYoKFHNVd8y3/qd9H0HUGSz6xtzC7iOswVi/fYshenbiIHJB/UCh6pvzYByW647GRGgDdfdWy6XB4pr681K18lOTrP0wXVK71wCxwEo1R5I/FwOywxa/zD/B0dYZBwAjgEniMWeZv++VlbWIJ32lQNM1TJQh1L1DcefOWx+PlcWYVqAEeRZw2tAfqOC6kGkDegC+oE9QDumGSe9Uk+hEMF1EVkpYLK26egt588+tfv82Tcnxq+dwIsJPw4U1QNHMD787AjjVcFeGhufpKFhiHw+RqmUoNpLSlSDfRb4pNYFzSKkWRQZgU0Krw+04zWrsHzzTzlhwuG+0Klv/CbalOht7NtDcWGJzWzWsi6/m8FxKnjVMA3MA7eBOw9qu8HabgmQOKFQL/3950MHB4+4tq2cickl5udv4brLwBcA2ldHX+1+eqS3/9wLaErhui53L10Jz28U2p0PruUDAD4DbgGLtQD89uvf60ArDQ1PNJw5/du6liZ2HRkCIH1jb6u5UThceOuv05jmMlCpa2sd3PfK81spp2kae0+fZPn6fzA81nzmCsLcai0AK0C5Je5Iqq898/OWQ4Ps//ZLaJrntc7RI9z5898ojh4ddK9e60SpitIjqPD2uNaUQk80YkQiYJoJvArrs2sotg+/GJWELoWu91Ax2/e98vyWct+6/nOn0cIRUCqB4yQ1TWNzZW2bwHIuj7lRANNE3BkTZoHtPw7+8OPAAaIkEgPRZBshPXLfwlCdTl1rM0S9c0fxyvvcfO11Nu4u4joOxXspbr72Bzb//VGtkVu6vuxQ6ue8IpcrGatr2JUKIV3ftsgulylncrC56b1YXaVwaYyZeAwjvUZdWwv5f1yGtYy/xQ9E/9/gSwH4IBwsq+Rqbmn27bHYge+c2XKD67rMXPwnmGWkuHhjfZ3c7y4Ani8Do4KXfvN4AWgA1sP+CxT+aXZ+ocXt6u5d/e/HOKbJxtwCs29fxkivUb78bhCAIcLzeH3ElWsWuAN8DHyKVwNWgOLDfk51oBs4AjwHPEtXV586OKhwwZmahlQquL6Ed/D0T8h+1UQALQIzwFSAhcL/c0FBNt4EkqRSYSeV6ub+/4acCJ4Q6/JU+4R/pvD/DdN4pbgEWP8DjarJORAo3+8AAAAASUVORK5CYII=) 15 15, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG/ElEQVRYhcWXS2wbxxnHf1yul2+KIiVKZKmHKVlKDMNWbcu1AyMR7ENcGI2DBM3BBXpqUB+DXooWCHIpiqIo0Et6SQ99N0XRR1oYaNBXgABpIkeVI1tSbUmWZD1I6kXzLXKX3O1hZkVKVtH4UHSAD+TO7sx83//7f/+Zgf9zczzh9yqgSQOoH7D/qQNuICQtCChABSgAWaAqnTDl94o0u5kt7/aa8wkc8APx+De/9qb/3JmrpQ9vbQIBuUgV0AELcMn+DqAdaAM8iGBN+Y1lT6p+ysUVwE1Pz8nY85fGrIZJ+q0f36NYWpLvc0AJkZogkMDt7qdaVRGobAMpYBOBmC77P7UDAG5WV0vr7/xp2qxW3RRLXiAiJ/fKxd1Ab/z1r//e198Trqyl9PU3vv0rYAWYkfPsLf6kCJiAnvn+D34BHJUL2jlX5LOfROJiZHQkHDn5NPm5RW09HnuWVHoWMKSz2RYnzCdBoCoHr8lnD5CnSUATcJPJlPJzDwgO9JGduQ8bm34gDnQBYYmSagd1GAk1BJE8CJK2fmPJSMrADrCByKvthBfTjOU/+Ijs9P3o1k9+WUXXTUTe08AqsCXHG0DjoAMaIp8+aXueSshqNEtvR06WBYry/REggGEEjcVlB4ZhIci5ATwElqXDZUQaGq11CuBuv/7F8yfeeXuGZs3bBDPloAKQkbaNqICKRCCHSNFd4BYwAUwC08CSHNsqWMpBBDzV6X9Vig+WxuupdEP2Ndhf5w05iU6TTHXZb1tZRr4lHd2hWX4WTYF6jAMa4K6n0hWEcOgSdvvXRObugNkqZ3NkV6JhR6wiCNgJRBFaoQFWqwMKzZzb/bqc0P49VE5bmv3eRkUDOtVLYzeiX3rlq57TI89VFhbbqOy2yXdGaxmqiHwHaZZLXUKJ/F/lvzth51gF3AwOXO6//vKzn7l8kUZNdzv9vrHMt74bRfDLtCP2IrQ7DiTkfy/7ZTQl/1c4oGb/AQkVCLaNXXyp68IZHA4HqtuFqz0EmpaU5bntRJRbNzDEwMAN9fLYa77Pjb5shNrPkn0Uo1YLIzYiJ01C2rm3Dl1e9PuAntp2Nu4aSA4HjvbSqOls3bpN6b339/YIp1x82HH1yg99Q8cuJK9dcXee+yzeWJenpJsJs1xJUCz6ZUS6RKBCk/mHNQUhZN3kC9HCxtbAbr7s3Xz/Izbf+hHUdBCVsqoCcYaGXvV1dCROv/4aiipoERpKEj55nKnvvBk2trZG0HXbgZI0nSbhDnPAlI5u1Mcn7mTGJ04gUmtv31kg5wTOu65e+Uby2vNOfyK2bxYtGKC8lqZ8b95FqeRBlGJW2m6LE1bLwi6ZshBitwxKNEBUUgHBpzlgVgWiim5onmjHoVi6OyMQCEAm0wH0I3bCRZq7GjSropXM3dIiMuJlhCiZCI1YAuZUQDNq1UpxacXr74k/5kBxeRVyOftRkFUonCYjycqoVKADTTvuGD3zatvJE88Ubk+tmROTi9TrJZoybatjBkg5gdPm1nZvsaLHOkdHUL2evcU3P/6EjX9M0Ji8DZYlIlQUJ4oSxLLCByAOo6rD4Rtf+WnfS1f7ez5/yRkcPtZuRCLJ6uSUhmU1EGX8UCKYArZVIMfOzpw+Mzv4zze+F4xeOIMrHKLwYJni4gq1v/wNTBM8Htq+fB2jWE4CSS3oJ/eztycpl+8BC8AuXV0X2oaTdD9zFoDO0VPohSK5aLSfdFqRSC3RFLiSKj1ZYH5+2lhfH1mfuuOlswNSadjcFIs7nXiufYH+F6/Q/vQxAB7NzKHnC6crv/5tlEYjDmQdkfAJb3d0Xwq9sShKb0Ix02mbE+0yXSZyM3IjRMaFYWgUCl7SGTelkg079PWReOUFYhfP7U3siUbQiyXyM/eD5PN+wEe5coRYPNQ5egqHw4FlWazc/CvFm+9CraYiTlAPEWfELaCsyrws0DzjZRFyHEaw2ntkaFAN9PU8RtBAfwLn4FEaKysdgEqpVN3589/1u9WqFnpqkPz8Mrnxj6FQsIc8toeoCLFIyecK4tjUg6jjMBA3FhafKi6veiOnju8bXFxapTG/uIc2UDGn7uSyM7OhbCCgUSxCfU+n7AtMnqZ+4GT/Hp6X0KSkI2nAoFh01YKhmC/WhScaASA7fY+1d9/D+HDcTlUNcdzawjR3qVYtTNNWxEcI8t0FZmUaHgEVe1OwPazSVCqvRKBKve7f/ePNjvmgv5ef/wbLAiXgo/K7PwiSipZF5DYlkbWvcPbc9t1gpWUts/VuqLSYRvN8kATOA88BZ1GUbiyrSVDRcsAdxPlvSU7ulmbfITelcxnpbAnQWw8krQeNuhxYR6jXtHRGwTSHEMcq+7yQRQjLJxLiZTm5fWGxUa7Ifjv6OmD+G90B8dqFi3oxAAAAAElFTkSuQmCC) 15 15, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGZUlEQVRYhaWXXWwcVxXHf56d3TXjyfoTZ7N2XMdN49SEENWhDSWCSkAElfohtaqo0valfahU8YZUCSSqwgMVLzy0AiReK1oVaFMCQqJKC2mKKGpJTOw0dpwQJ47trvfLs2Pv7uzsLA/33J2x49qReqWjna/zef/nf+62sf1qB/qBIVKpu+ju/hqNhk0+n6VSyQKLwBVgHlgCHMAD/FuwjXkL73uAvXz18PPJwYFj3V8apdlsUrowQ+2Ti0tcnD4HXATOyvfXABcIRD5XABaQYc+e4/bY/mMHf/gsiR02AJ5TZuIXv0qvLueOks/3AQlU1mvy66MqseWKbfHOAPqAsa7vP/rSyGMP0JFJh4rJJNbOfpyAhH92wpbHq0ABKANVoAE0twrA2OJ5AkgBmbWlLPbuzE0fdQxlaDou8t2wSBqwUdjZrsLrAjBEqUeMDIoMWOl+3PnFm5RXry8Q6+7Ut12i2xVxntguCB2AKYrDwEHgXuAbwGFguPTWyYXLv3uLurvaUvTKLrOvnWD1zT9FbZn697YXf/Sg3GvZdLWtc97be59x8MBxa2R4n/vPD68ycylLo5EC0uwfzSTH7qT7wCg0oTg1TW1yCmYuaVs54DRwCvgPsIACZJWwLW/qijbUfg2TTj9sH/vWz2578BjWrp3kz01RnJqm+Ovflmg2TcAikTBIpZSm44DXAnkATEoAH8h1TgKIOr8pAFMHkHr0oRdHH3+YjoFdAHQMpAl8n2Im08WNG8qJ50Eut9FGFdX7k8AlFBm58jzqeFNOUJlBf6PkGNq5Xj0HRlm8Z5zamzf0o4JkpQ2uAVngKnAemJX7zQLYdGmkpuJ2B17ZbRENgDu/SG3yE30bRJzpQBwgj6LhBRFdek1GW64YimxGqrn87vKK2989to9YMsHK9GXmTr6D9/4HEARIVtMoyj0LXJD7WdQWLElgq2w+CwzxZ6KwB9A05eMCV+cmSyf+MjgdM7u8FYegVmPtxEmo17WBnGR6SZzqTDXKPwvtBgpnFoofkO9coBoDkvKik3LZqvz7o5Q3cb69PnUBGg1tpEA4cKaB6xJASTKuAnWRjdT7BaCn7+mnnmz4vt3ILptAXN7V9CyIEdKvJpQYistz4nQCmAL+Byyj+L4m2TT4bKDtoKtz6M6XfvJ6cnBgb+Gv70xFbK9Gh5F2mpT7qmR+DZhB7fks8CmwQojy7dYOqrWuanm1svz7tyeCFScQ5xXAMSVyryWWZWJZNsWiR6Pho5BeEHEIEb7trJflA17xj2+fQh1s9LNAZw0KA6nkA/c/1zN+6JA9NED+3CSF1/+wRHbZR007i3B23NJhQ5YGnGYwQxJxAV8PD5ve3sN994wfuuOJRwBIH72bC7FYOv/LVwzJWh+9tI5xi0F4KLAidgzU9rmApytg09n55dTtwy2tWCJOLJEAxRNDwG7UuNWjdrsAotOxKhUoRPR8wDNaHy4uZnMf/5emIh1qxZK+NlDTUotF2C0bDzTRM4U+T2RET+OtGhFfVyCgUllePvHn2Unf3xu3O/ArVXIv/2ZjNu0oPFQlCE0+nhg3pWIZenoOUChoYsqhmDJLSNE+ELSJob3AUeA7wBEMI0MQRAF3BTXjJ1BsqBnQlbLmUMCygOHMC8+/1jv+lZHi2fOl+Rd+/iowhyKyGQlCj+lWFziEE62dIFiTMkLIBQ6JxC7ru99+vNkIjMrfTp2hXl9CEdOMBJYA0jtG9oz0HhzDKzldqBOWLU41e1alqkEMRZ369FpDEYQrkV5Hcf88UB/46Y9/sO+Z4/07v3nvF4P0rnH37+/HUcRVEwdxIFNznF4/Zg4uvvpGrj533Zf3y7INRSK0HSWirFzraqSkQlWgnXj8jniHRXtvNwCJlA1tbftpNoPINuQA33339Efuu6erKOLxxYbumHXA1VvgE/6bcVFzPUo8Ger1vppTppJVfOKVVqDZTImTPglYY2EOBVhHbOpzgg6k1b56LuvIzA2inw0CRzDN7yW/fuQ+6o322r8+NAgCHwXQM8B7KKCBajvdfqD2fV4kJ0muAyGRrfBZ3+OmlHgB379S+8eZfgnIIjySFQh7W8+OLAp8ELKhdtyqwGbn9Y08H4jyNVQbGhHjayi8XCY8C7oRnUTEjheR1hTd9q8T4R/OJdTJd00c2oTgnSfs7+iYNjfYCdgwwv8PCLCyNz+LtVQAAAAASUVORK5CYII=) 15 15, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur156644 1.8666666666667s linear infinite forwards;
}
