@keyframes rwdcur126242 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 25 4, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 25 4, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 25 4, auto;}
60%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAKZUlEQVRYhe2Wa3SU1bnHf+9l7pOZzORGbuRCEpNgCAlCSIzIRYKACByLWtSFp/UGSrWrXRW62lpXV1vP0WOPrV2sA4i0tRYxPQcFrQpCFFHEEAghIdxCrgMzmcz9lpl537cfuqRdXmq71vlwPpz/t72fZ+3nt/ez97MfgX9SZ8/2/cTtdhtzbBkT491dOxz5Uyi5rpkMR7ZXEAT1n11P+Eecglculdvs1vVKxDdFksTbVUHVf9C+B9fAFYx2G5kl5UhKun3Ggtb9Vmdhu2yy+v5XAA7/zyvV4ZGLD08K4tqb1yxzGib9oMRAVZhIiGzb9AzpcAydXo8gQM2SVlbcdWs/cuYWxT7tJZ1O95Ug8pcZOve1bzl39P3bI26Pc3hgmLr6YsoqKhCsBWiykYFD72IyGFFEGSWdJhYKU15VhBa+Ug2e56RkaLUy3neblFP7dyGkz06kUilaCh0vDnV9eN+VwWHTwJkBTAYDjpomyucsRjA7UDSZw7t2k4qEkHU69AY9edc1sejubyCmoghKHC0dLL14ZuDGBdfUvvrKwcOTXwYg/u3g5U0PGNVU9HfWDNO9BrMe1+BlymrLKKosxj86gjIZhqiHdDJOIhrF73ITdI+jmEysXL8eyeRAKGxBc9SCZMHm1M9NxROH9/7mF86vTMGm2ZL5Yu+pbYngxNrrF8wkOrsS75AbSadj7MIw2AtQVRFBZ+PASzsY6epCJ0nYKqr42qbvY3fY0WLjaHobvacuEXP30/NRF+OnL8wotxoPXRm5uHhK8TTPlwLYdPqfR4PutVpgEExgLJpD5byzHNzxIigqkiyBJNF37BM6f7sTWaejom0pi9Z9A0dONvFwiMlYipCvn/7DBxjpPImq/uVVDh89NuOQ0fJDYOMXAmxf6LB5Y+lWSRYRtSjkNCMbjLSsWsmR/95DwuvFOWUKk+EIb/76l8hWG0u+/V0q6mdwvusTBjo/ITg2SiIYIBUNIyAiiAJ6oxE1rZAIxhA04aE9u3ftX3X7na9/DsCql/5lPKE0apIZb9qO1eREi3nQ603kVVVxye3GWVTM4IXzhEZGuH/rC+gNBnZu/h5qKIjeZCIVjaIkk6CqqJqCpqmkkknSiobFYaVsWol8cvDyEwFfYF+mM/NqwZJfW5Hn9MfTL6bSCuHxMFsf28zCB9Yzf/lSZKOFgupaLrzXgTMnD9f5c8y9+x4KplWx80ePs/Bf76P6utmoqkYiMMFkLEY4EmHS70PQ0hiseixZxeTqXWh6HYP+RGPvyeNtwFtXAc6OR1B1VhJiEeiNNLTOpmPrFtyjo9y+4VuUVlXRoSiYbTayi6cSmvASC/opnV5PRcMsjryxj4sff0QqFGBqfSO1826ket4iZFFFm/RDMo4Wz0CIeCgszGFkbGT13wJI9fY8k/OamY+Px9OY7Q5KK8sY6D/H8PEuUgYDDfPmceZ0L478fGa2zqNz/wFKa2rQm42M9PYwtWY6jW03U1RdQ9frr9PV/gr+WJT8sjIMBhltMoygpRCSYeTMfDr2vhZ99+jxnZ8CCA+23eCsLZ0yMXPeLNIpkagvyp9ebseEADo9a3/2FBl2B7uf+TdWbHiE0upaXP2nScajWB1Ohnr7UDSV2tb56A16fvfdR5mc8GErr2DBunVU1pagU30oMR8fHepGNNoSDbfc1WS2WE8BCPd//WvOFQuaJ5YtqiYt5+AKgCAb2PWL/+TyiU4y8qbwzX9/moxMJ+d7eyERI7/iGsKeMSRRIreymngoyMs//hHLNmzAbLPz+8c2opMkUoqCvWQq5dNLsdolzndf5OZ71lBQt6BJZ806BiBmGzUqZjYgqgoGo4GyukZKpmbz2LPPsviRb5FMJNm+eRODZ/qoqqvDUVDIhROdGM0W7PmFfPDHdhx5+Sxdv549Tz1FdkEhix79Dqm0giiJBIYGOfb6IQ7uOsSEN4LHE0SWtavPUGyuLUOKB0DUoaUioKkgyhiMepbds46NW7fTsmo1R995m13PPoNraIjWlbdx6cIAOoORrKIieo8ewZmbT8x9hbPHj9G07BbmPrCBZFpBVUEVwZphJkaK00NeNMnw1zpQWt/IZDSCZsgiEPIz4evhytAQ0WAAJQ2ZWU4qG2dR19yMyWxB1Bs58d5BLvV0M2/VagLj41idDhLxGIIkMnCymzltS1m4ajlZ2Tb2/uqXKF4fmflFnD/VTexUX5eaFvquApTNbkv0H9zTt/ulvbUf7/8Agy2b6xYt5u0tzyPLEiIgSxKy1YLVkU08nsCZm8u9P/05Q/1n+XD3H7jjB08wPjaKJor4XC7SkwmkdJiGWZWUPLOZj994m6qFd/L7tpvYeN9DEdlkjVxNQYYjO2YvKDno6unBf9lL5PIYjS1NVNzQAqoKOgO63DwcxaWUzKjnjk2befi55+k5cpjtjzyEIzePivpGhs+eQRBEPKPDhH1e1FQCIREiS4qzdN2DjPceYc3amznf1/P050qxIZl82l52zb1S94A1Ggrx6s7fcMtd6xhuaaZuzvVkZudgtmUiyjLu4WF2/PRJBjsOIpstLHl4I1Z7BkGPG4CYy4Vr4BSZ1aWQiqBJJlzjMVTfOdqWLBj1O+pP8h+//uslBCi5cfmwrrByx6SoQ1A1tJiXvCyJhStXUphnxKJPI2qTXOrr47mNGxh4vwNBkpl//0NcO6sB1BSappLUNFA1DuxqJxLxoWkKCWsVJ/Zso7C0CEd+4bbm5qbRz50AQH3T3F+5PRN3dr32Uu79j6zBaYxAwg3WQrRkCPdokBeefILI6DAIAkUtLSy8dTliOoym6bE6nAhKmrQgMnj0BO3b/kBNfQMBz4dUlNjQZRZ5bUWlz3/2O77aEVVMdURWLpsVWvr1JXT1DaFpKgQugfc0KQ3+uH0r3gvnUAFFVZm/ejkGomgxPyQ8lJTnkEgmUVNJrFmZqPEYL/zXi1ikMHqLI60valhnypn+uf5QBoi6TxXFfOf2TwwdryieYsM70E+nYKBuznQMqSAnOl6je++b6CQJDZAsFooKrIjRy6AqEEtROi0HOa+AqTmZ6Kwyb3R0EQxHsdrspEx5S/PKpx/4bHAAMez+ZGoyMvZuOjpUrSoKKhmBaTWzHx47031l329f5aIrxYQnjcHhQJUkFE1DkQVENYQWn0BLRlHRkVNQw4M/+TGXvG52/+kwsUSC8mtrAxlVN2ysXnx3xxcFB5CTEdehZMhV7rkcQBOs3pyC0jX1i+7o6H33zYPjI2e3de57tdVgtqLLNKOzW7CIEnqDSNfRMzTc0EY4kiAwNoTn4lto/iFcfh+5xfnUtMzvamhofLyyaeEX7vxTCa7jWzSP2080ZvHasstuq5t/6/ufGnsPvClbsm3fO//ROwtO9Aze9M7+91BVFVEUybDK3LlkOpIAksmIqLeQ68zm6EDy2LU3tr0fD1148tY7Ho38veAAQte+n2nxuCXgzJ++pKb1pmNf5OTqO6aPC+a5H3zcuUKLR+ZOKmprzD/B7PJM7NZsNKPutEFU38qZVn84Ggy8U9xwfeKrAv+//s/oz/Eug6/4BSacAAAAAElFTkSuQmCC) 25 4, auto;}
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}
div.testarea{
animation:rwdcur126242 0.33333333333333s linear infinite forwards;
}
