@keyframes rwdcur106218 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGP0lEQVRYhcVXT0wT2xr/nSkVaJsbU0ktMB3/FV5MbKhFUlcGN0ZdGCHP+8TE6E4TLnZ3YwjsiStXxoWLt7URRdEVjTF2pebCC6iP10urtExb2trCUFrUmfneAmfSacsfcxf3S77MzJnznd/vfOf7zncOsHvpZIzd7unpSbjdbrJarcRxHFmtVnK73dTT05NgjN0G0PkTY4Ltos9Fv9//JB6Po7+/H729vfB4PLDZbIhGozhy5AiKxSLm5ubw6tUrPH78GIIg4M2bN30AJn6GTLV0dnd3r3m9XhofHydZlqlSotEoAaBoNGpol2WZxsfHyev1ks/nWwPg3g6koV4jY+zXffv2Pbx69Sp4nofD4YDJZDL0sVgsAACr1WpoN5lMcDgcGBkZgSiKtng8/ueXL1/+RUTBelhcdUNTU9Nv7e3tD6emphAIBLCwsIBkMlljuLKyYnhWiiiKiMViuHXrFqamptDe3v6wqanpt/o+qJo5z/MUi8V0lyqKQvUkHA4TAAqHw3X/V9rFYjHieZ4YY//cDr+zpaWFZmZm6g5YLcFgkABQMBjcVf+ZmRlqaWkhVMWEvgQ+n++PkZEReL3eHT0FAPF4HACQSCRARFBVdVvt6urC8PAwfD7fH/UIXFRV1cbzPO7cuQNVVbcEJiIQEebn5wEA8/PzUFV1WxKyLGNsbAw8z0NRlF8AXDQQ8Pv9T0ZHR7F//34cOHAAHLfJizFWo0QERVHw8uVLAEAoFIKiKAYSZrPZoI2NjRAEAQ6HA8PDw/D7/U8Ma9/a2lqT50REAEhVVVIUhWRZJgD0/ft3ymazBEDXTCZDGxsbugKgcrmsKwD93/r6OjmdTsKPHZNjjPX39/fX5Pkm/ubTZDLp36qqIpfLGfrmcjmDyzW75uZmg52qquA4DhcuXABj7CIAcCdOnBjs7e2tu86a4bdv3wwDZ7PZGgKVMaDZFYtFw7emp06dgs/nGwSAhkKhwHs8nhpwjYDZbDaAqaqKdDptaEulUnoMaGKz2WrstBg6evQoCoWCAAANqVQKNpsNsVgMgiDonYgIX79+NRDSVBRFw+CiKBo8VG93JCLIsoxEIgGLxYLl5WUAAFcul/WqViqV6gJWqqqqkCTJMLgkSbp7t0vHUqmErq4uRKNRlEqlTQLNzc04fPgwIpEIGhsbd7WpnDt3zkDg7NmzO9qoqoo9e/ZgenoaBw8e1IsZ53Q6IUkSDh06BMaYPot6M9feOzo6MDQ0BAAYHByE2+02EK+ehPbNGIMgCJAkCQ6HY5OA3W5fmpub2xJ0q0EHBgYAAFeuXKmZqbYxbaUfP37E3r17N/dyxtjtmzdv0sbGBpXLZSqVSlQsFmltbY0kSaLV1VXDpvOzmkqldE2n05ROp+n69evEGPsd2DySdTqdzv8tLCyA47gad2vvdrvdkGY7CWMMS0tLYIwZ2hRFQXd3NzKZzD8ARBoARFwuF549ewaHwwFRFNHX11dDJJvNbqYoTu0Mjtd6ldRIT05Owul0IpfLged5ZDKZCPCjGL17965vbGwM6XQai4uLNcVFe19eXgbD6x3BFxcXa6phIpFAJpPB3bt3MT093af118rxBMdxxWQyiUAgAABbBmQymdySBMNrfPr0qSboAODGjRtIJpPgOE5CxWm58ljuttvtf05MTMDj8dREf3VMuFyuGgKxWMwQJ0Skx8CHDx9w7do1FAqFDgAL9QiAMfZra2vrw+fPn0MQBD2ltMHqEamuHdpTURRwHAfGGBKJBAYGBpDJZC4R0aNKTMOpmIiCuVxu6Pz585idnQUR4d69e3j69OmW4PXy/MWLF3jw4AGICO/fv8fly5eRz+eHqsEBwFTdoCjK2/X19f9OTk5eMpvN+r2gra3NAC7LMkqlkn56qvTE6uoqGhoaEA6HMTo6inw+f0lRlH/XrBm2uJgQUTCfz//n0aNH7xRF+SUQCECWZb1SqqqKpaUlnD59GqFQCDzP6+CyLCObzeL+/fswmUzSyspKd+WaV8uu7obHjx9/Iooizpw5g5MnT6KjowMWiwWfP3+Gy+VCsVhEJBLB27dvEQqF0NbWhtnZ2b98N6yWTsbY7x6PZ1EQBLJYLMQYI4vFQi6Xi44dO7b4Y3v9qdvx3y7/B3rS7Lxj/LJ5AAAAAElFTkSuQmCC) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur106218 2.6666666666667s linear infinite forwards;
}
