@keyframes rwdcur107482 {
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3.5714285714286%,7.0428571428571% {cursor:url(data:image/png;base64,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) 14 17, auto;}
7.1428571428571%,10.614285714286% {cursor:url(data:image/png;base64,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) 14 17, auto;}
10.714285714286%,14.185714285714% {cursor:url(data:image/png;base64,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) 14 17, auto;}
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71.428571428571%,74.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
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78.571428571429%,82.042857142857% {cursor:url(data:image/png;base64,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) 14 17, auto;}
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85.714285714286%,89.185714285714% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGJklEQVRYheWUy29cZxnGf+fynXPmzH0mdnyJ7SG3JiWJ0rSAhNTWqEVCWaSRQAKpoheJDSwwgQ2qgBAV2LCAIHGrhJrsQEKCIIQELGqiqEilUCdpmobEiT1OJh7bM3MuM2fOmXNjgYSIUBI7Dmx4/oD3+X3v83wv/L9L+m8N/uOv3n3KGB4+plfFwbQR1Jak3lwuI1tXFuoH5aY3t+OZx587vG/YeWgAp77w88nC/m3Hpj40ddCuW9PG6AjGSAYrK9N7p0mr3kDZU8WyOwxHW1Fix4queVPKwzD/8Zd+eWTi4/t+v/Njj06HrU5t1ZWY2FFAlmTO/mmO+TNvMfnkXky1QnVgMi4ptLt9Y9eI5MubNX/tm7+bNKfGT2e3jZbsbsjcuauk40WidMDaio94r47QwF9ywA0ZyQt0kcDOLOXdJdTNAvhpcGzboVqp7YRkEhkjDWgLibVul1XVpKQZjJY0arZNv1Ihb6tc1jsksyvU9w7PbSqC029emSwQ/oJHJnCTlKiiIK4sEuSqoCT4fsJYq09c24VjpsgVkxtDMLjYIFnyyBf0YFMRNO3WycQLsGXojpp0OyGGprNlfg0nSJGIiXZsBcWBIshbVcTiKsoNn2zkYeK89MAAn5u/+sVcFB7VrAHy27dR5hx426asCMxCROJEiCVYU2Wq+4eIkj6JayFXsohcjNd2sZdD64Ei+Hx9vuBY9plDqmYMNXxKTojbVMgOInZOZegofRTNILAEiJRAd1Hel3AbA8KFJruP7MdkYJVzw889UAkzsnI6VaTSX4l4ppJju+YhAokVT2VeKTNaKdDIpDiai3arQi/bR/Fa9D46hf5+wPLlm+x64tFTOz88dXbDEXz27+89FYbR0WK5yF+SmMtELAkN7QMFervLtHZkub1/CDXyENWUZCjFsLcghyFcu0nnsQLN2y0sxz8KGzzFX3VahaBtn/d6vdp4uchv312gutbh+aTC4x+scWliCHn5Flxbxmv1UFWZWMmgWCMYYyvIF1eJxwS5nEa8HJAbqz69oQh63d4JTRM115O4uNLG9VwcAWfLRYYat9Bln+DCAm7dotcaYJg5dMVC2x5ys+ujT6qMj+bZrldebHbXSiPD2YV1b+DlxesHYs87X9B06ssr2CG4SYrrB1S2jjCyvMZnbiXYy6sMOgGjGYNOO8IcM2EQom7L4++usG+xxxMvT//Ld90dyBqZk3kjR3Olg5HKZIix11botpokacJSpcAfpnJouSIiVllp9Mj3fKqXGiAUkus9ZC9EcoI75q4rglcc93Xb609HsiBbKNMPYzKSxIF8Fb1QhDAktlr41QziI5OI0RzKO03GVy2olKjtqXDjpjvrX12blh8bnt0QwHc87wikL8UCbqzaOH6M5weUq2Uy+TySqhLpGtlKhaLQWUgl3Ecmqe5oUqjbaKvRr+1OMnP4K0/X//bDP0+ml1Lr3+fftwOv9no3kiioXWt2aDs9BpKMJMlkzCyaolA0s2Q1HVlVkNIUVZJRpBRFYtYIpZmvbdEu3Gv+PTfwimt/wx4Mam3HoztIUBRBXghkWSGrCrJZE0WSSVJQkhRTkhApC3LKzNcr+m/u97h7AnzXbR/owYm+3yfoeuAPSJMESZYQukEkS/hRTEaVKcgyUppaEtLx41XtB+sxvi9AK+bkIOqz1LLpuD5xmmIaGVRFkFUUNCEQqowiS4Rx/5QwMzOv5nVnI+Z3BfiW23nBjaLpxUYbz/VQEzAUiaKuI2QV6Z8vJozCWT/0j/90++jZjRrfFeDbbqvgh4OTqy2bTsuCFGQhMISOT4ouJBTiOYhnfjQx9sDGdwVwg/BEu9cvLbd6RHGKpiqYuk5GF+hCtkiiF39Sm1hXwdajO77hl28tHAjj5Pz84gq9rodQVHI5E8PMWTHp98oG339tz94N53wv3bEBxx+cXF61sbt91BSyGQNdSKeyiXf8Z4cO1R+m8X8APH/xwguN263p9lqHjKpSyBVm+11n5syTz97zkGxWEsAn3nyr4LruYt+ySqYq5kTGnHnj8LObLth6pALcXrh+QokjTM2YOffJIxs6JJuVDKB43dfVQTB17tOf+p+aA/wDsYO8E2zNcRIAAAAASUVORK5CYII=) 14 17, auto;}
89.285714285714%,92.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGGklEQVRYheWUy29cZxnGf+d+5szFZ8Z2Jk6cZBKnSWgaJwUWCKQoBAlUCVWJ2FRcHBACiQ0m2yLVRGpg2RgJoWbThjWglkU3CJoSQKi0jZPQS5LGscd2bc/1zJzbnDsLRNUuktiJWfH8Ae/z+573+V74f5fwvxr8+m9vTInj1dNaTj4mNPzavBTMlTXRur5y91jZyhZ+8MOTT24pwIs/+f3ukYmRU+ah7af9Nbe27eDumjis0dUkBv9YxIs83KqM7wUMxxXkxLHi284eaSvML0z/bmr/lw+8+pmvPnHa/6hViw3T3FnTiP2Ev75+lfrfrrP9+BFKSZFyorEjkrF8T99VSQfio5pfPP+nyfK+8VnzwLhpdWNu3qgTlHPYgUu74RH88yZqHOMv9ZEHKVVTw8ilsCfH2EGTRwaII/vs6NG9ZtMSsNouig5dBSw7oJETGMsZfGnXLvatdynFIWY3oC7ZpFdXsGJ17pFW8LM33t5d04RLycQebBkoJGTvLuGP7EDMPOy+zETk0avsJRpO8EyD+lCE/X4dPhyg5NTgkRIQXHc26If0lASvLONYKeVMRK+3cCMZUQyJ9lSJS23CfIpWFhFvdcjXBZTEoxh2Tz10At+fv/Pj/W3n7NCCSzzIkTQz1HmHCh2MvE4HGaUrkA1LDI0b2Ett9GGNLGcQvFcnW+uSapr+UAA/qt8p9bvdV4/Imr593sH0UpyGwKiUsndcwxITAl0gbuYIyj6KHMO8jLM6IG12OPj1wwhuzPjI2Bn5YQA0UbpUlkTznTTErBZ5XPfJh8OseRKN4m5GhB5uQcTCRXKLdIJV5NjBOboH4+0+ft9j1xcmLhw8ceA3m+7AN2/eOh5H8alS2eRqBh+IESuyhDAxhP2YSf2xIu1DVXJqjDISIikKer9M0rbJ6otYB3Ruv7VIICnHYJOX8Nleu+R3e9d8162NlUu89m6dUqPNFMN8/vAE7+8bhUYbaX4Jb90h01KyuIRk5SnvtPDfaRB+1iTXCVECmVJl6OimVuC43jlVVWq2J9BZ79LzbGwN3hgxqbZWkCWP5NpdrAWLfiuiYJZQszbakTHWggCqGlUkJraNnWktdU7vrKgbT+B7i/OTiedfKykqi+sN7FjASTJ6wYCR0Sq11Q5Pr8ZYyy2CXsA2VaXZDqjsM5GzBHFbjuCJEY4t9Zl85uTHvhvuQFHTZgtakfVmFz0T0ZOEbmsdr7lGDNwaLXJlh0G+NIQWKaws9xl2B1SW2/SjlOTuAMlPkBqB9cm5G1rBT/vOS5bnnkikDKNUYRCnGFnKpFlBKw5BFJF2O3S2F4mHCuTH8mybazLas0mGihx5skrvzdUF+3azlnxu7JVNAfzc854mS78bK3C3aWP7EW4QYg6XMbQigqoQqwpGpUJFUVlGxDkUM7Z/HXHNRe6nr1iGOX36F1+sv/XCn4/TSuY+Of+BHXjede8mcVD7sNGl0/cJMxAkiXzOQJZlhow8eUVFlCUEQEZAFjMkuKxkTD9natfvN/++CTzb7z9nhWGt03NxwhRJECmqKqIoklcUDMNAEUXSLENOQRcz1ExYIBWmZ8rqHx70uPsCnHesyTjLznmDAYHrkgUJxCmCGKPoBSIgTBJEQaQoSYiklpBKMzPD6i83YvxAADdOZgdRzHLbomsHJFlKQdORFYWCLKPIEoosIgJJ4r8s5HLTz5fU/mbM7wlwrt+d8uP4xOJqG8/2kbMMXRAo6jqqJIEoIGQQRuHlJEpnLu4b+8tmje8JcN5ulwZRONts9+i2/vNlJUVB1nRCMjRZREzTOUlMpn+1e8dDG98TwA6Tc13HM1c7LlGSoakyuqaR0xR0RbTIojMv7t21oYJtRJ/6hmdXFibjJL12Z7GB4/gokkShYJDL560YXqjowoWLBw9tes/306cSsINodm3dwnY8xAxKeR1FEl4uK+nMrx8/XN9K4//q4wS+deNfU1bPvtRqdcgrKvm8cTnxg+nXnjp530OyJQBP/f3NUs92Fwe9jpkT5DmjVJj+49e+8sgF24hkgI8W588JcUxRUaevPPONTR2SLQGQPeclYObKd769pQXbiP4NeVLMEKrvMrcAAAAASUVORK5CYII=) 14 17, auto;}
92.857142857143%,96.328571428571% {cursor:url(data:image/png;base64,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) 14 17, auto;}
96.428571428571%,99.9% {cursor:url(data:image/png;base64,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) 14 17, auto;}
}
div.testarea{
animation:rwdcur107482 0.93333333333333s linear infinite forwards;
}
