@keyframes rwdcur257937 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFKElEQVRYhe2XTWwTRxTHf7veL8cfrLMxIRCCHZOmQchJkCgHJKQiQXNIKyr1VKm3flx6KVJv5dReqoozl0ocei+99EAJKqkEREggSiDUUYScIkVWHCyIHXbseHZ7ALuOvXGIeu2TRrZmZuf/e+/NvJ2F3Vsf8LnjOI/27Nnja5rmA76u635vb69v2/Ys8DEQfZPFlF0ID8Xj8ctCiNOHDh1iaGiIZDKJpmk8ffqUdDrNxsYGq6ur5PN5CoUCqqr+6Lru18Dz/wSgadr5UCh0cWxsjGPHjmFZVnPs5cuX5HI5stksoVCo2b++vs7du3fJ5/O4rvsh8EvQ2upO2rFY7Foikbh47tw5lpaWqFQqWyb09PQwOTm5RRygUCgghGBqaopYLHbFMIzvgwRCQZ0Ni8VivycSiXenp6eJRqOkUikSiQSK0j1wQghu3LjBiRMnGBgYYGRkhHw+f1JK2SOlnHkjAMMwvo3H459MT0+j6zoAlmXtKO55Hrdu3ULTNCYmJgDQdZ3h4WEWFxdP1mq1P4G/GvO3S8ERVVW/OXPmDJqmdRVsmO/7+L7P48ePefToEWNjY3ie12yWZXH69GnC4fAVwO4K0Nvb+2s2m+X27dtUq9Wuoq0iKysrzM7OYhgGe/fu3TL24sUL5ufnGRoawrKsH7oBvO26buro0aOMjo5immagp62Le55HuVzm6tWrABw/fhxVVTsiMDIywsTEBJ7nfcrrOtEBoOv6Z6Ojo1iWRSqV6vC2Xdz3fWq1Gjdv3kQIAcD+/fs7ABVFYXBwkGg0Sn9/P8AHgQC2bZ9vFW71Oshzz/N48OABy8vLABw+fJhIJBI4r9EGBweJx+NfALTvMLVUKpFMJpsdDS+DGsDy8jL37t1rzs9kMnieF5DZV6YoCo7joKrqqSCAvYZhoCgKUkoURenwviHs+z6VSoXr1683Hw6HwziO0xXA8zxM02RjY4MggKiu68zNzbFv3z7S6XTXCLRXxWw2i6IoXQEWFhbQdZ16vR4I8FJKyfj4OKFQaIt4EMjm5mbzQdu2GRgYQErZ7GtEC2gWsHQ6Tb1eJxQKUa/XOwDWhBCYptkMfzeIWq0GwPj4OJlMBk3TtqSp3RRFQdd1XNclHA5TLpc7AGqxWIy1tTX6+voCxdshzp49i23bzbFWzxu/reVbURRKpRKqqj6EgHeBoijDpmmO9/f3dxy9dphoNIppmoGAQSlrQOVyOYrF4gXgbkcdcF330uLiIlJKnj17tkU86ExLKZFSNv+39rW3UqmEEIJCoQDwMwSX4jnTNFlYWGBmZgYhxLYe7gTUXqrn5ubI5XLouj4DrMH2N6JTkUhkdmpqCsuyAsvvdmlpDXe7lctl7ty5w+bm5iHg78A98NqWNU07+vz58yMHDx7cESAo7+1A9Xqd+/fvU61Wv/J9/2pzz20DAGDZtl1MJpPRyclJfN9HCNE8akFAQXVC13WklDx8+JBKpfJbtVp9r1Wk25WsLoS4JKX8cnV11XAch2vXruE4DoZhbAvRyH+xWGRpaYloNMr8/Dyu6/7xWnxLmXyTW7FlWdZPiqJ8lMlkSKVSW1JQrVYpFov09fUB/762a7UaKysrFAoFfN//Tkp5IWjx3XwXnLJte7ZWq3HgwAEcxyESiSCE4MmTJwwPD+N5Huvr65RKJYrFIpqmPRFCvA8s7EJnR3vHMIzLkUjEV1XVNwzDtyzL13XdV1XVf91/EXjrTRbbTQSCzODVp1oPUAFWacvx//a/7WT/AD2CHo/gtE0zAAAAAElFTkSuQmCC) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFK0lEQVRYhe2Xz2vbZhjHP5L1ympsObZlp4H8qJ2SJVnStCl0DEoL22U5JKMrOQ2207bTLhvsuNN22aGnHXYZdGx/wAY7NQkdHZSFQJquTd01mOAtJQlxMKkTR5ItWTs09mJHzg927ReExKNXz/er7/O+j17B6ZEAPjEM40l7e7unKIoHeEIILx6Pe9Fo9B7wPhA+STLpFMS9kUjktmVZb587d47e3l6SySSKorC6uko6naZUKrG5uUkul2NjYwNZlr83TfMLYPt/CVAU5fNAIHBraGiIy5cvo2la/d7e3h7Pnj1jdHSUQCBQjxeLRRYWFsjlcpim+R7wi19u+ThuXddnYrHYrRs3bpDNZtnd3W0Y0NbWxtjYWAM5QKFQoFwuMz4+jq7rP6uq+o0fQcAvWIOu67/FYrG3JiYmCIfDpFIpYrEYknS8cbqu09nZiWEY9Pf3k8vlrrqu2+a67uyJBKiq+lUkEvlgYmICIQQAmqadiBxAlmWCwSAAQgj6+vpYXl6+Wi6X/wT+qo1rle11TdOeTE1NEYlETkToeV7D2Q/r6+tMT09jmmaM/Ynp60A8Hp8fGhqKLi8v09PTg6IoLUmbj1bxYrHIgwcPiMfjlEqlhOM4v4L/JBw0TTM1MjLCwMBA3cZm0mq12vLwu69pGv39/Vy6dIlqtfoR+33ikAAhxMcDAwNomkYqlWog9kvuR+a67qGYJEl0d3cTDoc5e/YswLu+JTAM487o6Ci6rh9p9Umt9xtTLpcpFotJ27Z/aC6uXCgUSCaT9UDtLVsltCwL27ZxXRfHcZBlmWg06lPZl5AkCcMwkGX5OkCzgA5VVZEkCdd1kSSpgbAmpvYmz58/Z3Z2tmHmT05OUq1WWwqoVqsEg0FKpRJ+AsJCCObm5ujs7CSdTvs64DgOmUyGhYWFhoevXLlCJBI5UkAmk0EIgeM4vgL2XNfl4sWLBAKBBvLa9d7eHvPz8+RyuUbrOjpIp9O4rluPHXSm1sDS6TSO4xAIBHAc55CALcuyCAaDdfsPisjn89y9exfTNBseunDhQn3FHCxTMyRJQgiBaZqcOXOGnZ2dQwLKuq6ztbVFIpFoWGbZbJb79+/XByYSCQYHB0kmkwgh6uMOvnntfLB9S5JEoVBAluUlvxJg2/aPq6urH8bjcTzPw7ZtFhcXefr0KQDDw8N0d3fT3t5eJ6mtdT/yZgcA1tbWePHixbfg/y14U9f1P27evMn6+jqLi4tUKhWGh4fp6OggGAz6zg2/ftCMYrFIW1sbMzMzOI6TBLb8mvxcMBgkk8nw6NEjrl27Vu8Lzd3QT0Ar8lKpxNzcHF1dXQghZh3H2WrlAMD1UCh0b3x8HE3Tjmy/RznRjJ2dHebn56lUKueAf6D1fuBvRVFGtre3X+/p6TlWgJ8bzYIcx+Hhw4fYtv2Z53l3akRH7S60aDSaTyaT4bGxMTzPw7IsFEVp+fVrLkOlUkEIgeu6LC0tsbu7O23b9jsHSY7akjmWZX3nuu6nm5ubqmEYzMzMYBgGqqq2FFH7EubzebLZLOFwmMePH2Oa5u/75A1t8iT7K03TtJ8kSZo6f/48qVSqoQS2bZPP50kkEsB/E7VcLrO2tsbGxgae533tuu6XfslP819wPRqN3iuXy3R1dWEYBqFQCMuyWFlZoa+vj2q1SrFYpFAokM/nURRlxbKsSSBzCp5j8YaqqrdDoZAny7KnqqqnaZonhPBkWfb247eA106S7DQO+EHl5a9aG7ALbNJU41d4hePwLxCk1NQDCt2UAAAAAElFTkSuQmCC) 15 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur257937 2s linear infinite forwards;
}
