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91.666666666667%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAMtklEQVR4nO2afVCU173HP8++wPIOLhpFREEgRg1ggyig7dXGxHsNxsTElyS10mmn6Wh743Db6aSJSayaXnPtHXMn1GhyzaSjYtSajuZmNBoTZWtaMYCRdAMoCshLWIEIWZZ9eU7/eHbZV3UVFm8dvzNnd895nuec8/3+Xs55nmfhLu7iLu7iLu7iTkMs8ALQ4SyLbu90hg8u4l2A8Cgdt3NSwwE/4kVFRZVvvfXWce5wAQISr62trRRCiKKiokpn+wu3c5KhwHWJCyFEbW2ti3yX8/w7Ajck7sKdZv0bE7dZhTD33nHWD4q4bKwQjoOligh3iPWDJ77/v4R958tCNlbckvU1IaVx84gFfgGUAPEARUVFVZs3byYjIyMHALsNcf4souYThKUXAEkXjTQxC4CSkhJXX5uBqzcaUBpiAreKWyLuguqBR5DufYC6urqqzMzMHKAbGE8QAtxuDwiKuFxfjTj3CaK/F0nyttlgrA+3zwOCIu6oq8Zx9jj09yJJKORd304Mxvow/B4QFHF7bRX2quPQ3zNAWvkQSEgIBJIkDdr6rl6HA0ERtxmrsFcdQ7a4Le5rec+6OrdoUNaH0HtAUMT7/16J7fNjCEvPAEnhtLiv5V11lS5m0NaH0HrAImAH1yFu+bISa8VRhKXHz8KSBPjUPT1Bk1eEalLuoKwPQ+sBKmAUEA3IwHYgPhDxvppKLKc/QvRddZPzsbC7xd8T0EWjSs8GBmd9GJwA0cAjwDygAEgP1F9nZ2dmZWVlpN1uZ0JsJOaD7yK7iKuu7+bXEkGTNQc0Wurq6qoOHjzosv7rt0LiVgSYihLTTwFhngdGjhxp0uv1ZiEEHR0dIzo7O6MNBkOkwWAAYPr06az617kUaPuIj4pQ/OQmRZB0sagzhsb6cHM5YBTwGrDC1bBgwYKzK1eu7M7LyxuVlJQ0QaPR6DwvsNls1pqamjCDwYDBYOjdvXt3NIA+JorfLfwe87My0YVpkVTXjnXfnBBe8CiaydMHHfs3K8Ai4G1ghCRJ9g0bNvzl2WefTUtISEj2OsthB+F8DCepQO3tYK2trRaDwaBbs2YNzc3NFE1J5cVH55I6ckRQIqgjY4hYVgIaLQsXLnS5/4vA+lshH6wArwBrAZYsWfL51q1bRyckJCQB0N8Hl89Dax2ivQFh6UG1+FfgsCO//3skXSzSPamQlAFjJ0KY4iBdXV1s2/oHfv38b4hUq9j90ycoyBh/QxF0hY+hnTp01g9GgC0o67i8b9++8sWLF39XCMHxjw6T1N9JZu95ELLXBaq0XBAycsPn3gOpNEjTHoaJWaBRUsfhHdt4/Cc/w+yQKfvxY3x/Svo1RVBHxhL99H8MqfVvJMBa4BWVSmU9c+bM2ZycnFyA+hOHKX3/MIlROnQXTvPcgllBD6Z66CeQmARNtTAuE4Dqjz+iaNFCmnosHFq9lBkTUwKKoJv9GOH35w2p9UFZuwNhIYrryxUVFQp5hw1O7OXKJ3uZnpbM87/diCN2NEeqa4MeTJwogzNHkU/uBsMBcNjJnjuPgwf+DMCSP+zlkqkLIQuEACGUb0kXQ/h904ChyfyeCCRAIkrCY8+ePeXTpk3LxWFDfLwLuflLMpNG8t67byOEzM83vcHOz76ivu1KUIMJSw/yV8qSKF86C5++B7KD7O8/xAfb3sDskNl48BP6bXYvEcJyHxyydd8X6gBtW4BZjz/+eNW6detmAFB+ANFWB4BOq6H1Shex+tEk3TuFmQUFrHl5A/NzMtFpA2wrhLKaD1Q8D/VeQertQUqZRMYD01FLEqV7/kTO2FGk36MHQBUVR8y8J0Clpri4uK22tnY0sAH4aAj4++WATODvgGwymVr0en0KjUbk8j1eJ9W2dPAno4nn3yoD4G/vl7F/+xbWL38IlaRyExW+lAND8y/PQHI6JpOJ1NRU9JE6jv/7cqIjwome+yQR2UMf+y74hkAJoHrppZc+0+v1KdhtkDIJVXqe10kZYxI5d+4sV5ouApC3aBn35RZSVl4NzrgVsiuGnUUOXFT3FkJyOjjsJCYmUlpayqWvTZwW8agiYomYHJrYDySADngGYPXq1coG58IXYGpBNJ7zukiSJIrnPMCn+3YOtP3ghVepbDdTcb7ZGb+uGHaJ4SOIszgaqqGjBc4rY8yaNcsM8I6hgphFxaANTewHEmA+EDlnzpwvExMTJ2DrR3z+IfKR7Qir2esiISBv4ji279iBw2YFQK3VsvaNHWz480naunu8rS58BPEosvkq/R9sxXr6A7DbSE1NjXz44YctH374IZf7bEDorO8rwDyA4uJiEwCXLyBkux9xF5mo8DAemZZB9dH/GzgenzSW//yfrby45wiWfjtyECHgEki2WpBbLgIwe/ZsHYDRaAyp9X0FmAmQn58fD0DbBR/yLiLu3w9OTWffu297nXdf4RwWP1XMm8f+6hMC/u7v1acMjhZlzMLCQgC2bNnSHUrr+wqQCZCcnJwCIDoanMzdGxK8XFkwYWQCbc2XaKszenVatKoEW8w9HPui3j8fBCzOfNCqjJmdnd0NcPjw4fhQWt9TgGggOiwszKzT6eIRAno7vXZjniTw2KQ8XZDDsff+6Nfxms2lbPu0iu5v+7xCQPYovjlC7moFICEhIR7laQGACSgmBNb3FQC9Xq+8chEy0qNrUI2b6nRh4eEJbvII+M6EJN7ZuQubpc+r44i4eHKzs+gx97vj3Mf1B+qyQJOeS+TSElw7h8jISFfmnQi8HwryngIovIVw19UahKRSJoivJ7hzQbhWwxPTJ3P6kP8c4+Li6bPa3HlAxicBeiyRKhVotLj2ZrI8cJcp+3U8hHARvgpgMpmilVYVjr2v4Wio8nP5QJ4wZ3Iar/9+Ey1ffenVeXRsLH39NsX1Ay6FSrssC6w1n9Hz7u8Apd1isUQ7u/Feg0MkgBnottvtOrPZbAIJYhI9Eh9+d2gDcS0gKT6GX87L5efLFnHg9deQHcryGRMTh9lqU8jfYBkUAqSEsQB0d3c3O+fVzDB5AIAR4OLFi40A3JPmJu8MA6+6pwgyZIxOpHTlo7T+9WOenT+HppqzRMXEYu63XXcn6A4PgXpsGgANDQ0tzjkFf689BAL8BeDkyZO9AKqxE92xH4C8d10RQadR81R+Nj+dMYnnnn6CA3v3KLe2HkL5F3dC1CYrAhw/ftzinFP5cApwGGD79u1JAFJSKmjCr215n6XRMzGmjRrBGyuKWJaVSn56is92ONBGSCDpotCMnQDAm2++meac05Dc8l4PnrfDGqAdGNHY2GgcN27cJLm2GikmHsuRPyJb+/yXRLwTI659Ak4vwV3H48sTqsgYYh5Zgdx7lfBJWdTV1Z3NzMzMAtqAMaEiPjC+x2878L8AmzZt6gZQpU9FGjMe9cRpAVYBpxiyr0cIZFeb7A4PITOQ8QeKEIRNmYE2eQLh904FYP369VbnfLaFmjz4PxBJBs4DYS4vEC0X+fbQdjd5+dq5ADzbUd7weHlCYOifeQ7NmGTq6+vPZWRkTEVZlcaj7AJDCt8HIs0499zLly9HlmWkpAloJxd6Wz5gIsSd6Lw2S3h4gn+JmDEPzZhkHHYbS5YsiXTO49XhIA+BnwmeAp5qampKj4uLO5Gfnz9eMy4dubsTx5W2AU8IlBj9bpzAnRcCuEBEdgFxDy4EYN2635aXlZVloyzHP0QJyZAjkABW4DTwwyNHjqTOmDGjPCMjI0WbNhlhteFou0RY1mzkrg5kuzVwbvBMjDAQEipdFBFZM7G1XCKqYD7xTvL79+8/sWrVqtnOsf8NaBoO8nD9FyM/wvl4/NChQ+ULFihvQBytjajHpGBrvsg3e0sH3N07P8DASuDyCGBkcQlhSclYLzcSNjYFgH379p148sknv+scczlQFgqi10IgD3ChEvgGmL9r164UnU53In/mzPHquAQQMva2ZuzNFxBWqxf58CnTUevHYP/6slcyVEfHE5aSjlafiDo2HrvVysuvvFK+evXq2c7xfga8E2K+t4SVgA0Qubm5dfX19V8IF2SH6G+8IHrKj4oru7eJti1rhWz+Vjh6vhEt/71WfL1zm+g6eVRYGhuEkOWBy4xGY+X999/fgJJN+oBlt5NgMMgD6nCmvxUrVpw2Go3V4iZRU1NzZunSpWdc/QA1QM5t5HVT0KG8L/wWJ4HU1NTLGzdu/PTUqVOn2tvbz9tstj4XWZvN1tfe3n7eYDCcWrdu3cnk5ORW3MR7gF/j8w+TfxYkovyTuwk3Ic/icJZAxy6hEB8x7LO+Bgb7N7mZwFygEOWhagpuq1pQNla1wEngKFAxyPH+KaDh2q/d7+L/G/4Bbo0wMQYM4kgAAAAASUVORK5CYII=) 55 8, auto;}
}
div.testarea{
animation:rwdcur248812 2s linear infinite forwards;
}
