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NgQeJrCqm5+pqmFT5x/bV+hGPfWhTW2e3db5s1fpMdTZP6xq+MfbdevFq9Q/et7DWza1fm7fHq4jQODxAgLYHULgGgUSnyR3DdRdA/vhyz97/6rq+U2tn7xGHq0JnLSAAD7p7bf46xRY1dkntlXv2db6ffuPc/Ntqxq+vKnt7/SPn++P8qPH0G+vOv/2vmMn3l3vO7brCJyCgAA+hV22xlEELgJsqPrqptaf2ncCdz/Nbj+wrfUHd+kx1NlLqxpeOOQxtMNYu4irJbC7gADe3cwVBK4gkPnmq10fP9+fWOYxdFXiEfoVsJQQOEkBAXyS227R1y2Q+UapQ040H3Ltj3USh8iu21p/AnMVEMBz3TnznrTAqs5e29SNp6teeXXfiR76KXbfT88/Od/MJ/l9DVxHYMkCAnjJu2ttowik3p0e+h533/fHl9EcxhrlNjLoCQgI4BPYZEs8rkAmsO4/Qt68o+pr39pvBfucoH7jSKk/KPZbg6sILFdAAC93b61sFIHMI9tDHz/fX3rmMbTDWKPcSgZdvIAAXvwWW+AxBe4dvqpDvvnqYr6p4Ew9hnYY65h3kbFORUAAn8pOW+dRBBKHr6oyJ5jvLjjVK/PJ/iibYBACMxEQwDPZKNOcvsCNOvujTdWHDvvmq6rUp9YHH0MPNfz7pm59+hDFzLvtQ2bgWgLLEhDAy9pPqxlRIBVQQ9186eInBze1/mhiOau6+RfbGn5712/Tujy2w1iJ3dCDwI8FBLC7gUBEIPWINvXI+MFF5Xr6ZqzIzaIJgTsCAtiNQCAgkDp8lX78/OBj6EN/ovCil8NYgZtFCwL3BASwW4FAQCBz+Cp3+vmNj493+03hR5OkPukH0LUgMHMBATzzDTT98QVSh6+qMl+c8XCRzE8U3n1sdvalVdULt2v9+fH1zYDAfAUE8Hz3zswnInD3KyPrc4cG0nU9fn7gMfTBP1F40cthrInceKYxewEBPPsttIBxBXKPZFNfvvEoj9S3a130v3sYq56rWn9xXH+jE5ivgACe796Z+QQEUoevcl+Y8TiU6Gno56u2r2/q/OMT2AZTIDBLAQE8y20z6akIpP5ZTvLT6eNscp+yc5/8p7KX5kHg2AIC+NjixluMQPJd6KE/PXhV1OR7ZoexrqqujsDDBQSwO4PAngK5AMqdUO6XkjtpnfwDpJ+3CgLLExDAy9tTKzqKQO4R7I166k82tfngts6fPcbUc4+h7xzGem1TN56ueuXVY8zdGASWJCCAl7Sb1nI0geQ3QiUD8SoAycfQ9w6hbR3Guoq8GgI/KSCA3REE9hBIHb46zunnywvMnYauyj0J2GMbXEJg1gICeNbbZ/JjCCTffQ519r2htj9XNfzlg2vZVr13qPrKA//dm7e1fedQw8tNXV3l2m3Vn1XVfxz604kXc8m9Cx9jN41JYDwBATyevZFnKpAMnKHOXquqNw9Vf3XcAN7+5lDDf25q/clDtyH3VZyHzsT1BOYlIIDntV9mO7qAR64P2wKHsUa/MU1ghgICeIabZsrjCSQPX423ivzIuW8Ey89NRwJTFRDAU90Z85qkgE96j9oWTwYmecOa1KQFBPCkt8fkpiSQPHw1pXWl5pJ8N56akz4EpiwggKe8O+Y2KQEB8/jtcBhrUrerycxAQADPYJNMcQoCHrFeZRdy/z76KqOpITBvAQE87/0z+yMJrOrMz+9dwdphrCsgKSFwT0AAuxUIXEHAD9BfAelOiScFV5VSR0AAuwcINAKpw1ereuqz29q+Z6j6wuUhH/LtVfdLHvoNWPf/x0ddt61691D1zap6/apjXfRaVb14u9Z/d8hNcfenFetzt2v9+UP6uJbA0gUE8NJ32PoOFkgdvlrV2a1tDW8aavu3Vw3Fi2/JethXUF5TAP9x1faH2zr/rUPQUn+wHDIH1xKYg4AAnsMumeOIAqlHqskfQLgujtwcHca6rj3Sd0kCAnhJu2ktcYHUz+3d/QnAzbPH+s3ffSFSP43oMNa+O+C6UxIQwKe029a6s0Dqk1wq2HZewI4X5P5QSD052HEBygnMSEAAz2izTPW4Arl3mXce7b68qe3TVeffPu4qdh3t/mPozTuqvvatXa9+sD717vyQObiWwJQFBPCUd8fcRhVIBcjdT5XbD2xr/cFRF3TFwYe6+dKqVi/crlsvXvGSh5bl/oA5ZBauJTBdAQE83b0xs1EFco9Q5/L4+T537jF0lR+vGPUmNvjEBQTwxDfI9MYRSB2+qsqdLD6eRG7OOcfjrd5IBI4lIICPJW2cWQmkDl8lP00eE3Com19Y1eoLhz6G9s1Yx9w1Y81NQADPbcfM99oFku8uU+9Tr33Rlwa49976w9taP3Po2Kl36YfOw/UEpiYggKe2I+YzukAuMHInio+P8qtvX9Xqvze1faLq/AeHjJ/8g+aQebiWwNQEBPDUdsR8RhY4e/+q6vlNrZ88dCJzffx8f925x9AOYx16L7l+mQICeJn7alV7Cqzq5meqhrdsav3cni1+dNncTj9fXm/yn085jHXo3eT6JQoI4CXuqjXtLZA6fDXP08+X2XKnoR3G2vuWdOGCBQTwgjfX0nYTSL6rTH563G0V2erkp/iLd+tD1Vc3tf5Udpa6EZingACe576Z9TUI5A5fVV38Ju5Q9Y1NrT96DVM9WstVnf3Nxc8hbuv84NPQqzr7xLbqPdtav+9oCzAQgQkLCOAJb46pHVPgzjdffXlT67cePmry0e3hszmsQ3YtuUf8h63K1QSmICCAp7AL5jC6wN3DVzVs6vxjh05mKY+f7zskH0MnnQ/dJ9cTGFtAAI+9A8afhEDyk1nyn+9MASf7z6mSTxqmoGMOBPYXEMD727lyIQLJw1dVN9+2quFbiS+wmA5v9gtFku/ap2NkJgR2FxDAu5u5YmECyUBIfoXjlJiTX6mZ/YNnSkrmQmA3AQG8m5fqxQlkH4ku7fHz/e3OPoa+881Y39nUjWeqXnl1cbeUBRG4ooAAviKUsmUKZA8FZU8MT0s8u7as+7SkzIbAVQUE8FWl1C1SIPlJbGmnny9vePI0tG/GWuT/O1nUjgICeEcw5csRSL+LzAbU9JzTf2Ak371PT8uMCPQCArg3UrFQgWwA3HlE+/Kmtk9XnX97mWR3Tnj/y6a27z70JwovfNJ/AC3T3KqWLCCAl7y71vYYgezhq/Snw6luXfpTfvIVwFTNzIvAowQEsHvjJAXSh4DSwTTVTUn/oeFnCqe60+Z1DAEBfAxlY0xOIPvJK3tCeHJYPzGh9FrvPIl4aVPrJ6e9brMjkBcQwHlTHScuMNTZ/w61/emq4c7P4m2r3jtUfeXef373UPXNqnq9qt588UtAQw0vP65uW/V7d2vXT0186ZHprers1rbqu0PVPzV+77o34Ncby+eq6qvbWv9BZIKaEJiJgACeyUaZZk5gqLP/qdr+zFDDpxMBXFXvqhq+v6lbf56b5XQ7reqpz1Ztn6iqi2B93B8wVw3g3x2q/nVT609Od9VmRiAvIIDzpjoSIECAAIFWQAC3RAoIECBAgEBeQADnTXUkQIAAAQKtgABuiRQQIECAAIG8gADOm+pIgAABAgRaAQHcEikgQIAAAQJ5AQGcN9WRAAECBAi0AgK4JVJAgAABAgTyAgI4b6ojAQIECBBoBQRwS6SAAAECBAjkBQRw3lRHAgQIECDQCgjglkgBAQIECBDICwjgvKmOBAgQIECgFRDALZECAgQIECCQFxDAeVMdCRAgQIBAKyCAWyIFBAgQIEAgLyCA86Y6EiBAgACBVkAAt0QKCBAgQIBAXkAA5011JECAAAECrYAAbokUECBAgACBvIAAzpvqSIAAAQIEWgEB3BIpIECAAAECeQEBnDfVkQABAgQItAICuCVSQIAAAQIE8gICOG+qIwECBAgQaAUEcEukgAABAgQI5AUEcN5URwIECBAg0AoI4JZIAQECBAgQyAsI4LypjgQIECBAoBUQwC2RAgIECBAgkBcQwHlTHQkQIECAQCsggFsiBQQIECBAIC8ggPOmOhIgQIAAgVZAALdECggQIECAQF5AAOdNdSRAgAABAq2AAG6JFBAgQIAAgbyAAM6b6kiAAAECBFoBAdwSKSBAgAABAnkBAZw31ZEAAQIECLQCArglUkCAAAECBPICAjhvqiMBAgQIEGgFBHBLpIAAAQIECOQFBHDeVEcCBAgQINAKCOCWSAEBAgQIEMgLCOC8qY4ECBAgQKAVEMAtkQICBAgQIJAXEMB5Ux0JECBAgEArIIBbIgUECBAgQCAvIIDzpjoSIECAAIFWQAC3RAoIECBAgEBeQADnTXUkQIAAAQKtgABuiRQQIECAAIG8gADOm+pIgAABAgRaAQHcEikgQIAAAQJ5AQGcN9WRAAECBAi0AgK4JVJAgAABAgTyAgI4b6ojAQIECBBoBQRwS6SAAAECBAjkBQRw3lRHAgQIECDQCgjglkgBAQIECBDICwjgvKmOBAgQIECgFRDALZECAgQIECCQFxDAeVMdCRAgQIBAKyCAWyIFBAgQIEAgLyCA86Y6EiBAgACBVkAAt0QKCBAgQIBAXkAA5011JECAAAECrYAAbokUECBAgACBvIAAzpvqSIAAAQIEWgEB3BIpIECAAAECeQEBnDfVkQABAgQItAICuCVSQIAAAQIE8gICOG+qIwECBAgQaAUEcEukgAABAgQI5AUEcN5URwIECBAg0AoI4JZIAQECBAgQyAsI4LypjgQIECBAoBUQwC2RAgIECBAgkBcQwHlTHQkQIECAQCsggFsiBQQIECBAIC8ggPOmOhIgQIAAgVZAALdECggQIECAQF5AAOdNdSRAgAABAq2AAG6JFBAgQIAAgbyAAM6b6kiAAAECBFoBAdwSKSBAgAABAnkBAZw31ZEAAQIECLQCArglUkCAAAECBPICAjhvqiMBAgQIEGgFBHBLpIAAAQIECOQFBHDeVEcCBAgQINAKCOCWSAEBAgQIEMgLCOC8qY4ECBAgQKAVEMAtkQICBAgQIJAXEMB5Ux0JECBAgEArIIBbIgUECBAgQCAvIIDzpjoSIECAAIFWQAC3RAoIECBAgEBeQADnTXUkQIAAAQKtgABuiRQQIECAAIG8gADOm+pIgAABAgRaAQHcEikgQIAAAQJ5AQGcN9WRAAECBAi0AgK4JVJAgAABAgTyAgI4b6ojAQIECBBoBQRwS6SAAAECBAjkBQRw3lRHAgQIECDQCgjglkgBAQIECBDICwjgvKmOBAgQIECgFRDALZECAgQIECCQFxDAeVMdCRAgQIBAKyCAWyIFBAgQIEAgLyCA86Y6EiBAgACBVkAAt0QKCBAgQIBAXkAA5011JECAAAECrYAAbokUECBAgACBvIAAzpvqSIAAAQIEWgEB3BIpIECAAAECeQEBnDfVkQABAgQItAICuCVSQIAAAQIE8gICOG+qIwECBAgQaAUEcEukgAABAgQI5AUEcN5URwIECBAg0AoI4JZIAQECBAgQyAsI4LypjgQIECBAoBUQwC2RAgIECBAgkBcQwHlTHQkQIECAQCsggFsiBQQIECBAIC8ggPOmOhIgQIAAgVZAALdECggQIECAQF5AAOdNdSRAgAABAq2AAG6JFBAgQIAAgbyAAM6b6kiAAAECBFoBAdwSKSBAgAABAnkBAZw31ZEAAQIECLQCArglUkCAAAECBPICAjhvqiMBAgQIEGgFBHBLpIAAAQIECOQFBHDeVEcCBAgQINAKCOCWSAEBAgQIEMgLCOC8qY4ECBAgQKAVEMAtkQICBAgQIJAXEMB5Ux0JECBAgEArIIBbIgUECBAgQCAvIIDzpjoSIECAAIFWQAC3RAoIECBAgEBeQADnTXUkQIAAAQKtgABuiRQQIECAAIG8gADOm+pIgAABAgRaAQHcEikgQIAAAQJ5AQGcN9WRAAECBAi0AgK4JVJAgAABAgTyAgI4b6ojAQIECBBoBQRwS6SAAAECBAjkBQRw3lRHAgQIECDQCgjglkgBAQIECBDICwjgvKmOBAgQIECgFRDALZECAgQIECCQFxDAeVMdCRAgQIBAKyCAWyIFBAgQIEAgLyCA86Y6EiBAgACBVkAAt0QKCBAgQIBAXkAA5011JECAAAECrYAAbokUECBAgACBvIAAzpvqSIAAAQIEWgEB3BIpIECAAAECeQEBnDfVkQABAgQItAICuCVSQIAAAQIE8gICOG+qIwECBAgQaAUEcEukgAABAgQI5AUEcN5URwIECBAg0AoI4JZIAQECBAgQyAsI4LypjgQIECBAoBUQwC2RAgIECBAgkBcQwHlTHQkQIECAQCsggFsiBQQIECBAIC8ggPOmOhIgQIAAgVZAALdECggQIECAQF5AAOdNdSRAgAABAq2AAG6JFBAgQIAAgbyAAM6b6kiAAAECBFoBAdwSKSBAgAABAnkBAZw31ZEAAQIECLQCArglUkCAAAECBPICAjhvqiMBAgQIEGgFBHBLpIAAAQIECOQFBHDeVEcCBAgQINAKCOCWSAEBAgQIEMgLCOC8qY4ECBAgQKAVEMAtkQICBAgQIJAXEMB5Ux0JECBAgEArIIBbIgUECBAgQCAvIIDzpjoSIECAAIFWQAC3RAoIECBAgEBeQADnTXUkQIAAAQKtgABuiRQQIECAAIG8gADOm+pIgAABAgRaAQHcEikgQIAAAQJ5AQGcN9WRAAECBAi0Av8P5mPctKVuCMYAAAAASUVORK5CYII=

110i

-50,20-10,12010,12050,2030,2020,50-20,50-30,20-50,20-15,60-5,905,9015,60-15,60