@keyframes rwdcur115507 {
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11.904761904762%,64.185714285714% {cursor:url(data:image/png;base64,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) 25 8, auto;}
64.285714285714%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJfElEQVRYhaVWa3RU1RX+zrl37rxuZiYzk8l78n6APEKMQFmUVwAJQZ4qKCzBR5W2gl2rPqDV5Q91UepS+0CtYqoiFBUNokCQahDULAqERwSVAElIQjJ5TSaTed+55/THBFZoO4G2+/6495yzz/m+++199toEI9iDa38hza9YVOYd8K42yPp8T7+nOBSMiOFQAPlFBXUBXyCq0+kOe7yBTx5avax9pLPiGYm38N7O6gXg0c06rbYxFA6829/XW7d+3bru4T6vv1HltNgSSwkTHpG0hm6fL7DpvpWLfvyvCZwbP63USqWG1FNfRA/U1lN3V9tmjUTn+n3uB9esXnPi5VerDGZTwkRKYAKkMQBFMOBpTbQnNoKJJ++5syL61ptVix1pzo1er+/VVfcu2XYVoK9kssl2+qh3RAInplXax9lTeqsqykWHw/qxEgk3Zuflb+zsdN0dCQd/LoriFIBTCoCDxnZyDkIBMOpVgU/UCNt08fwp1y3jy7aC4tvFlXP+AAB1hSUpUxpPu+IRoABQdmRfr1RdBa1BPwacHd6/ft1vXUeP7oCq7NCI4lTCQUEIOAAQBnAW40AIIHATpfw+QWRnMjOynzpYs/cRpkTnfPXNsWIAGAkcAMThgwdWLjkN4HTHLWWbe/r67m5xpiOq8phOnMbejIBSgBEOCgoODsoBKgpSQSCwYd7XxwZ3FObdsXRxBRsJ+DoFhtvftu9ao7OZn9SHgmCcgAzlKSEACEAFQKB0aJ4DjA2dQpHg7oOghF/IT86afTPg1xRY/+sX5L6eltlRDo/OZNk86MyBtuMKwDk4eAyMYwiUQOFDYSAEgBBjxhikvn4ERxUDsuHVu+9dM8eoN5jernqt4YYKKKHu4ns9g+t0WklmarTBazbViW5vDJBg6NcJ+NU84BxUEEGIAEJjPIgAGHt7oNis7WElDL1WO+aenv5Nk6ZMXz8igd+9/Hru1BkzdirhcDTo95e3tLXeX3j8xIPGpuYh6SlAGCgASgBOAEpp7BZcDQSP3Q35zDmYjYbyjo4rzwZCofJgJGJ9csPG9D++tq0wLoFRRfkB2WjMT9GJR21JSRfsFrvrwsyZ+4ggwuAZAMAABnA+FIahG0A5wGN6AJTAMDAIqBw9ouYlo2x732iUA6kUB5nC1g56ek1xCVCBgjMCbUTVdXd13p/osGb4sjJzL0ZCOHn2DCgoiCCAAiCEgBMBDBwqOBiPZQjlBF0/fg+fwYD+goIFKelJhnAoUKJq9RbJoDUVFxfHLdOUMg6Ao8ustxj1ht5wyF/VZjTiCVlCW8CP5uYmDA4OgBEOzmPxF0FjD6Fgqor2jjYcC/jwaFsj+i0WeNzuKhZlTolFL1NQ6CzmuDkgun3+ySIlSC651Tv+u7Pe/j7PmE8/3IF7unpQVvs1tIe+Rg+lODFhLISJkyDLCRAEEeBRBM79gOTaWqS7B5AB4BAVsLfuMCZP/umUiYQe6ynIuy3g98HV5hkN4D8WJBEcDqNejx9k/Z7zPu9y88WLVuvxeqxw5oJxCg04ckFQ+t15PHvoCLpmTQPlQOrfv8TTKU5oiAbcKIPpDJgOBx7+YBc8o8cawhHF5c3Nq9FI0oqCzIz4OWBOMBaoqur7tqHh+5LKO3YVFxe2SlYrAAoNYeAEUFgUKmNgnGP69HLcNmkKLJIWlACKEgZTGQRJD5ED5tQUJDuSa20V8/+855vD3wiC0B0MRybFJRCOKOMEgcozZ8zIzUjPzE2yOSYKc+bivQwHmhgwyDnOMBV/GlME5xOPI9nhQEZmJiIPPYC37CZ0qCrCogYeFsV+EoV39ChIknRnVo5zcn5RkUEgxBEMhfLj5oDKOAUAOcFc2trWMtaZmYXKBQuhsiiOdHahs6MdhUXFGJ9gBkjsGoqiBhNKb4U6rgQ1bZdx+dQpJOflo3DULbiLxGpDOBLGhNKyaYwDOr02LT4BJXhYleTZnLPpBp1uN+fsURACSihSUpORlp4OSgiijMUqIKGgnIODggocOVk5yM/NB+EAB8DAwTjg7Xd79Xr9Mp1WD66qR+OHQFH2hkJhV5TDp5O0LkHSPU9iNQeEEBAOMM4BriI2Gys+BAyMcXBKoDIOlbFrhYkSvv9Ibe1Jvy/gUSLKWbfb/WVcBU6futQw9aelJwWCNVwnLj64vzqrbNJUS0KCaZqrs3NvY2PjP8aOH5cSVVSLJdFcpIQi41TGYZT1dQBBx5V2b1py+gUVfKWGkLmRiLKlvv7kxtnz5p/TaDROfyDYXnf0+LF4BAAA8ysXpu3+7EC4+tPP+YaNz4xLtqWatm37kFp0idf5LVu+MvfxDU+XPP7kb0r+uvMjafiaMz2bvrv9/XEAsP2D3Zbdn32uVu85EH7u+d8vHQn7WlNa/emBPYTShf6gf9mqu5ZUD3dasHCRvOTOFS9aEq2LCUEKAYWqqq6Az/dMT3PLW889/4IIgHlC/QwAXtny5ozs7OxDnPHWpQtvzxqJwLWGJBIKvQLOIAjkVgD4eN8++bU33y4DgPK5C8ZYbfa1qqq2Np7/oa69ve2diKK0GmV5q82ZWQaA/eWdt+WK+UtlAEh1OFLACVSOF0cCv06Bn8yqoL9a98vjoYDfYrElT4hGQrsGBjw14WCwKMFkKlUZPxsK+EtBhBICDlGjORIJhV0Wq5WFQoEvuzq703Lz8/IMkvb+sKJsEkRxbUtzU8Fj6x7uHomAcPWjvfkiX758VYiDz+vt7TaBs5ka0DxRpK0mu/2Ljivta1RVLUxNT0dCQgIGBgayGOfGxETrV4QKRkuiKUuJRou9g16LINByDvz4wOoVVTdS4Lqe8ODn+z9qutS0HSCXgoHQavOAx5nkGVzV3dHliSrRjBP1xzHgcaPf40F9/XEE/IHskKJcyHD3LbJ7/ff1ezwHGbgtypgTjL10I3DgX7rirW9sCQB46up4z4HaCa1tl6cFB912pkbham+HSTaDMQ6/zwslGoYaDue1miw7e7q76tY/+rNnAcCRnPdcd9elwM0Q+LeueLgtmjergzDenZNTJOoNRqSmpQOUgBAKnU4HzhkEQRSNJrk3Lyf3sav7bhYcGJYD8Wzf3j3Ns2+/fZGiRHRarS7NnpQEAo4EkxmSRnIx8AGzKaGqsmJW/82CDjfxxi4AARm0We11smxuaG5qWko4segN+mOpKWmnlUgElXNntvwv4Ddtu2tqpC2vb6UAsHVbtbx7X60dAOrqTtIPPqkZ/f+c/U+RNjKRdpeYSwAAAABJRU5ErkJggg==) 25 8, auto;}
}
div.testarea{
animation:rwdcur115507 4.2s linear infinite forwards;
}
