@keyframes rwdcur73902 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 11 11, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 11 11, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 11 11, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 11 11, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 11 11, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGQElEQVRoge2WbYhU1xnHf+fcc8eZ2dmdfV93s9HVtTEYpdraphGV+kJ1FYsVyaYQKLQhIMQS0hdoAw0lH1oICCmBlhZCabHYYBJByEiVRo1NbExj2iSNTXR3Xfd1dnbd2Zm5c+/ce8/ph7u2vsSmH3b30/zgcM+F89zz/M9zn+c8AoCMiQGrADk76oHm73rZxvXZ9x6qMd4GP9nQ6NuJlIXBqrjF1PRwzvbdPw8kl/3+8a7NfURk6REBC4j4zyxj4kAH0PmkO9750MSFA3VW8BWNVGJ2oS/jSCCmK9SEJZQJEMZoN++cnkq2H9h78OsfL6TztwqIRKjfjb3+ZDqceQatUxIAiQBCaWNJSUz7qMAjlDZaKJJhGWVCrMBzisXg4Na13z4COPSIO3ebbwEv/+qVn0mjv482SgJCQNPSTh1fskzW39NKzIqWL7IM04Oj5PuvMXktRzIsIwCJ0cW89/Md6x59HqgAM/QIPb8CMiZGj6icfOHF/Y62D/tGxaJEEKzavZVYUwslH8oBZMuQr8CaJrAlBBq8sXEKf72AdIpEERPBmYZ1h37ccl8/4ACn6RGD8yVAAhuHL16s94uFXxrHiZkgQAcBOvC5+uYFym6Fkg+hgY+mYbAERR+8EEZLMF7TRt3OHSRbmjRBQMGqUy1h+YkHdLgH2A0cJGMa51PA+guvvfGc77jNwi0RU5Z2RZyiSFEYmeCDk28TVnwAvtgMX2qGdAyyDnw4DZdn4IpjE9uyVcaSCR1qGEg2J2uM3grsBTYSVbj5EbBFhLX4lX3GLaM9j5ZNX0Wt38RYqoNrdcspTM7Qd/YdtB/QkoB7a6PcmHCjD2hAG5j2LdKbN8iY63CmppW3k3YcQYwoF5bMm4DtY+/XeaVKoyjPkFjcEai2drl0eRvdKzvxhI0nbNzJaUZPnaFG+KjoR6fOjp6CKB+0Ad3WTrw5zTfHL7Gn4PC1ijsEjAC5eRPQPHKpy5RLiMIU7d2dSgiQAjpXdLBmVTvp/Bh1U8ME14boP3wUFVYQRJFIKcj7kLCgIR59MLVkMSvGP6H32nvszvblgL8B85fEdsVpVdeH0K5LR1cbHalIAEDXqqWs27KGRGGC9MQVygOD9L94hISpkLKhOR5FQgiYdOG6C6nWepomB7knd5W0W6gDssByMqaLjJFzLUDVDv8jJkp5DBCvr6e5FlprohJpSxAb15Kkwse/fQlVdjD5CXIvTND91BN8rn4RCQXTHtTaEGoQqo5FlQrK9+iaGIDuB6eIikXr7J4DcylAXv7N84N9x47Rf+wYlXw+UiUhrsCSUTTu3fhllu3YyPW+ESYHRhk6+y4fPPo43YuKfKEVltZCYxxqYxB6PtmwBu96CaccTN20lwYa5zoKSsGQBShg5vJlGlfdWfGEgO6H95IwHh8+9QzKLaGnhvhkVx/Ljp9AUIO5sTaXw9YhUlqU7fiN5NWzAyAGuHMlQFpwUQF6wz7+fv5qpVhBm7ss7ujt5fOHfkosP4oCyufOMbxnJ+2Wgy0hoaDh/FkSnoMEiqn6gVnTmZuEzJnzAFLBiXBzry6s3crlgiUHsy5Tzt0NWnt7uf/wYWzLQgHeuXOE+3dwX7xE1yIX6/RZ0uMDWMbwz44VF4EiUUsBMDLXTZ6VgcLmHd/ZJqW1VBikyE749avvtxoSdzdKrl5NcuVKSq++ijIGMziI+ctZxPCIDt7/l4i5DrVO/vy+7d/6BdGJl4EhesTknHrPbDf6g2czu5rHrhxXBqlAb/vGg/qB7evVZxkXjh5l7JFHUGGIAqzZMTvf1ADn5trh25EAz63f+Sdb6z/YOqBmOiv7v/dDcidOfKZx7f79dBw5grKs253/9UI4fwsvgXw53XbyOJgMmFNSmkuPPVbwcznP3IVwcjKcOnCgNCylGQOTA3Md3shHlWZBuCWjjkfdwR8V7FJEp2krpRu2bdMNPT3KSiSikJXLeGfOBH4mo6Tr3nzypyT0pmHqzq0WQMANXoefKPiRiu4zbh7WbfPZ94oFhyQ8nf5vvV8Q7lrT3oLFCp5WUj6stG79VOelnFLwiqX1sw3z2LD9L/6vovwRrLZgg4ruDWVFJ/7OYnh3vh2sUqVKlSpVqlSpUqVKlSpVqlSpUuXT+DfT7Zcx0g54JwAAAABJRU5ErkJggg==) 11 11, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 11 11, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 11 11, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG6UlEQVRoge2Xe4xUVx3HP/fcM3P3zmufzC6wQGFhxaWCuEBZ0LTBhLA1iramwYTEKBjbpNGm/cvW1jZt2phoE/9Qo4lJ1foAlbTSuLEgNNrHGkhXi6QLCywsuzA7uzv7mJ2Z+zzHP2a20gawiYN/zSe5f8295/f9nvk9zjFYoE8DtANpYCeg9vpzyU3TZ9d3zf5rbb2lGqKShpG61WLYTDsrJgezgRF583RqzR+ebOkcqawyByQAUXkSgARGgRF6jSJVxrjGQAOwBOj8YjDfvX323OdThtcltBbLixeJKJ9YmGcotYHxaBNripeJhUUAVSwE/W+lu59+puG2YxXhqyqbEQBZIFeJEgCT9Bqqegb69MJObQHqvp0f3j1iNXy1w8mJdidLVAcsK1zAAOK4hCJKyYgRiCieaSO0Jh4WaChminp89Cvr73zuENBSMXI9AnqNbDUNbAG6gNjzUwN32IG798+Nt4usGWXfxAm60kItW9Mu6pe3g2GgNBQ8zdjFCTKjOYqZSRJBkWZ3gibnqpqaFY/3bH/4hf8SN0ev4VTDgARSQPTrpYntEd+7z3ZmxWbzIqmgyPZPdrJ0+SIB4AblD3wF047BbDJNvCtNcvEkuXfOMhUqpHBFIll66tV//HZk58f3HLtJ3ChQFQMCEJ8VQWzN7KXPFbWUKlQsmxmmcX6ci/0DBI6L0mXhSkOoIefA8XE4lgHV2EKiZwuFRctUxm6nJOKyVU394Ltjp1PVEPhhDMxvuXJqtyzlE4QBRC2lQo2rJfmrUwz8ro+5vIfWFQMKIiY0RyEiwFOgpSS1Ya3AjilfSVwRa7pr6MjjN4kbVM3AN2RJts2MfAI/IOoUaNu4HrGxh0ysjSmrmcyUx9lDrxB6HnkPhAGmAd0tsLWl3MZ8BfPKpG59l/C0pGTYGInUPd90p6M3EF+1dio+cv7vd1m5K6l4Pks8bis73SKali5iXWca6buEymB+NMvQgT+ifZ9SAKkouGF5gUIAeb/876Tbm0g0J5FuiaJM1vWePr73A/EU5QKuln6EmJncXBQ2olTAbl0kcg7M+2AsXkpp4zYGW9cx1LaB8SmPSwdfJnB9LAmBgiMZuOcC9OfgtiRYJsRXthNoiQ4VfsT+FOWWKikPuSy9RtXSB0A0Tp1LpTKDhArqGhsINWhg2oVBqxm3fQUls455q57S5SuMHXgZ3/GYcCAfwg4TOhOQssAUELSkUcrA9Hwa58ZbAI9y2shqDrD3DISOm9JeQKgMLNt674c5H3I+mMk4S1YvwQgVwvXQ584w8bNf8LGkz65WePajsDUNmQKcmwbHiiPCECMMqHOKC0cJgBh9uq7qBs5cGM8MX7zK6OQscb+ArMzPZgusSpdZtaYV2dXFQNsGxtw65l74KcGXd9PTUGRJEqYcmPVg2oMLswalmQL6ahZnppSlnPcLxKpuQEStjAnYhRkYH2NZAmwTogI+0wq7FsOqeuje1sHqrhWYQmANncA93sfYvvspzDnoynwAcGeLCFMSK+XRUStLOYUWkNfR8D8hVaLplJzJYmUvMXXyn97Snm7Z0YAo+eWcXp4qF2cpgI7NncT8y4xe2kf01Ouow7+kZNcTf/Z7aGkhDbCHz9M4MYoAPDs5yPtbZtVrQE6s2/5a4+gZZWol8q8fp/HBPSg7hoiBFBCLwHgB+jNgS9i289MYGFz5TQP2awXk0ZdIWHHqn3mSkhCok29ioon6LvOplr4PxKvK8eFazJOP/NzvHTiyMeK7HYbWpjsfuEvvWC/tCCQqNe0F4ASQiEA6DvbqldTZEmd4HPtMP9Y7b5A8NUBydlpx9oJhF+aIek5/z72P/OSaWAEwza+eqqoBAUz66RXfiYSh8ts6+JvfGj3xxjkVi5QnbqAAA9a1wNrm/3yY2rWDtof2Y5omEtB/+RPiiYdEcmwIqzTPROem566J41C+B1RVPFxzofk1fJ8NOx6euHMPjTPjQe+XNsmWXbtwg/Lh7XokIiAO/57cnj2YYYgJsHYrpY6NL6588Edfq7wWVHt4XZeDIA7BkcOg+0AfFUIP7t+f9yYn3ey81lfy73+u5rX2JnNh7oEHCmNC6AzoSdBHHz34bvcr/v306fQtF821V0rgMCQkHJBwt6Tc8yJSqlTvF5S4+16p7DgCMJ0S1l9fDYxDL0rhOJiVd004+uiBiR/+ONWSAF6i15j/vxpY4Dg8IeFbEuoWjEhALF+HiFhY599eELwg3jPheQGP1d+CVnkzblhVb0GbhMekEPdJpdILghfMmIApRE7CIVOppxth5EZr3Uo+VFt4F243YZsEIUGa5R0/2QZv32qBNWrUqFGjRo0aNWrUqFGjRo0aNWpcj38DeejpsGqRvN8AAAAASUVORK5CYII=) 11 11, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 11 11, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
}
div.testarea{
animation:rwdcur73902 2.6666666666667s linear infinite forwards;
}
