@keyframes rwdcur252981 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 31 0, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADR0lEQVRYhe2W32scVRTHP3ezm2zIMlQqti4SwhgExcU8hGVJBF+MD5qUIFgigTVWIY+lxTFS/AfKUlIqGEQkoJInJYhWSE1rsX2xAU0WU8HgkHZTZrMrZusku0s7u6cP+4Nt05oZN82L/cJ9ODPnnM937sy9d2APJSIHHcf5wLKsbCaTWReRV/YKHHQcJ27b9tbk5KQAAkg2m03tBfxIPp9PTU1NSTgcrsMBsSzr2sOC+kTkcKFQWJieni719PTcBa6Nzc3N2YcB7rNt+9Lc3Jz09vbeFwzI2NiYiMiHuwnvLJVKvy4vL8uDnrhxzMzMiIi8vhvg50Tk26Wlpa1YLCaBQGBHOCDJZFJaWlqiTcEdx3l3YWGhFI/Hpb293RUYEE3TJJfLiYiEmzKQzWZvtrW1uQbXhq7rUiwWCyLi8zVjwO/35/9LXSgUwufz/aSUKvs9VRqmBhwCLpPQVzs6Ot74/Y/U2at//qN1Pp5nY2ODazdsktY+guUsn515Hyu1sq1Nd3c3gUDgLIB7AxV4CkSrxgOtra3z81dy+33B/Z2RyNNOcmXrmZe+W/+hUvAkX35yvvzekagvnU7f1Wp4eBjgHICXV3CoDq/obYCXo/ucV/seM5VS11/4NPN8Y8HXSSn29/dvaxSJRDaBNa8GLt8Tn79PzsXG4OYt+X58fLx8b5Ku6zngllcDa6AGQM2Aegf4fFtGQl+s3FNXQH18wS4fi8ViV7u6uuopsVgMTdP+Bhz3aMM8hWHaGObPGKanzUNEPpqYmKgvwdHRURGRb2r3d54Bw+wDOQ4SAokCJz0YHywUy18MDQ3VX0M4HAZYrMVuVoG+Q/xvenPg5PWjP56IfjU7O3vYsixGRkbSwGQtQe3YwjCDwArIU9WSoyT0Mx5MICIhpdQgEBKReaXUqnsDFRN+YBD4DVgjoRe9GNg9VT7G2xjmperMPCjP9Qbnfhka5hPAcRA/yIvAcPV6EMMMN+T5gXUMM767BuAvYLUh/gXD7AFuACkM8wQACd0BjgEX3DR19w3UZJgHgRHgIgl9EcM8VVmiACpDQj/gqR9eDiOAhJ4GTjdcmQOqBiqHi1c19T9AQj8H6llQrwFvNdXrkR7pf6s7gKmaXGbxuMcAAAAASUVORK5CYII=) 31 0, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
50%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC3klEQVRYhe2UX0hTURzHv+fqJGVJUcS4SMgcIYE0aNVKDZIQewkJUV8aElK9RPVwxYfeffBhjz5EGj5IvWgkQo4g0Ahk9GfGHgq8KjqvbRKb06l457cHt+H/eXUTAr9w4P7O+Z3z+Z5zfvcARyiSFl3XWzVNCwWDwT8kq48KfELXdVc0Gl10u90EQAAMhUJTRwF/EIvFpjo6OijLcgoOgJqmTWYLKpGsX1pa8nZ1dcXtdvsmcLItLCz0ZQN8IxqNDg8ODtLhcOwIBsCmpiaSfJFJ+Pl4PP7d7/dztx1vbD09PSR5LxPgiyT7fT7fotPppMlkSgsHwNHRUebk5Fw9FFzX9Wav1xt3uVzMz8/fFxgACwsLGQ6HSVI+lIG5ubmIqUIh7riJM5f2bcBqtXJ5eXmJpJR7GAMDIyu5q9cfrwcXbgOdtUB0LO08s9kMSZKGhBBrBzegqHmtwytSKs4rQPfrNyjgJGKxGCKRCNra2jAzM7Ntqs1mg8lkGjgoWNrw7YUyxmT79DV8l+RNkrUknwUCgVWLxbLtCrq7u0myFACkHSF7wzUoqiPR8wQQQ4CYBsTzW5dPvRdCDImW8VLRMt4py/K78vLybcuUlZUtAJg+yP4BRXVAUfe+usQpkbR4PJ44tpxAJBKZIpl3MAMGNT8//7O4uDgFdzqdJOkjKQFGr8CIFLUGivr2iz8ebGhoSHWXlJQAwIQQYs2YAUUt2lSAe+eeA9APsL6m92/Vlcq6teSQLMsA8CMZG/kNKwB8ABDeR24RwNTaJ89av/X19Tk0TUNjY+MsAHdyTBgwYEyK+gqAC8BnT93phuprp6sAmEl+FEJMZNeAosoAZgHkod26vFdq5otQUV8CDACYBFCULt34Q6Sov6Co9l3GZYDN6wGLADzKrIF26xqApwB+bwEnC252/VVMaSTdkoevAUV9COA+2q2VidiG9Z2PAOhNmM6iFNWcgB7rWMf6P/UPEsuWUTvg7qwAAAAASUVORK5CYII=) 31 0, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
75%,77.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADIklEQVRYhe2WT2hcVRSHv/uSMRmZRlqiDEOR8BK6CCIjTNtRMNgUS6AUoilJNh1iUbOQLrq4oNB9FrPISgKiZhcoSmfRVkhbVFQEGek00YEu9FIt5tl5VpJMOpm2b+Z0kcw0zR/6npNmY39wF+++c37fuefcBw92UCIS9TzvQ8dx3EKhcEtEjuwUuNXzvFSxWLwzPj4ugADiuu7NnYCfLJVKNycmJiQWi9XhgDiO88eTgloiMri8vJydnJysxOPxR8C1tbS0lHkS4NeKxeL309PTkkgkNgUDMjIyIiJyZjvhL1YqlVw+n5etTrx2TU1NiYi8vR3gbhE5PzMzcyeZTEooFHosHJDZ2Vlpamo60BDc87x3s9lsJZVKSTgc9gUGpK2tTebn50VEYg0V4LruQktLi29wbdm2LeVyeVlELKuRApqbm0vVA6fh2Mfw3D7feZFIBMuyvlNKVZsbKeBupfXEvp73L+fvCV9+0Mvz4QKu61IqlVhYWGBsbIy5ubkNeV1dXYRCoYsAwTugTT0n2h6+8ud9vt5jqX/Kqv3Nnp6eV+IHj7513Tt8oTt54tNsNutFo9ENFv39/QCXArPRxkKbW2iT2KootDmD/l3Q5raIfDEwMLDhDuRyuaKIRCBoB9J2FTgKXNtkv6avQF0HPgFOjY6OVlkn27bngXuB2P9Vi4uLv3R0dNRPn0wmRURmRMSCIB3Q5tlAZG360Obsj/lKYWhoqL7d2dkJcEMpVfVfgDZvALfR5rLP+BeA8yCDfef+7d3/+vH6GGKxGKwZod/PsBukFVQcbax1M99Me0Hq3rva7auZTCbhOA7Dw8N/A+O1d8oXXptngEHgGmn7V585nwEp4IdLx3cPHTm4uxeIiMgVpdQNXx5bGO9FG7+xrY8L8deBh4YZkH5QBniVtF0IlL+JgnwFL6/AAcRmpb0rF06b+LrYn9Cmd3sLgN9ALa55/hlt+oC/QHKrM6/pI+CqH9OgI3gJeAf4hrR9AW3OggyuWnnALtJ2OYhlsAI2FnQSZPXk6lvS9qGgFg39D5C2Pwd1CNR7wLGGvJ7qqf63egDfJZuMIZKAegAAAABJRU5ErkJggg==) 31 0, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
}
div.testarea{
animation:rwdcur252981 2s linear infinite forwards;
}
