// region 背景图片 (点击左侧折叠) const bgImg = 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAbwAAAG8CAYAAAClsBDfAAAAAXNSR0IArs4c6QAAIABJREFUeF7tnQeT5bixpUm9J++lZ3b//49buZFmpHEah42vOnMmm32rLg0IJsBzI25UdRftyQQO0mKe9BECQkAICAEhcAME5hu8o15RCAgBISAEhMAkwpMSCAEhIASEwC0QEOHdQsx6SSEgBISAEBDhSQeEgBAQAkLgFgiI8G4hZr2kEBACQkAIiPCkA0JACAgBIXALBER4txCzXlIICAEhIAREeNIBISAEhIAQuAUCIrxbiFkvKQSEgBAQAiI86YAQ2IlAKYXxw/dH9tP/7T+5chxj8f/523fh1sV+5+ej73fzPPsxO59YpwmBeyMgwru3/PX2CwSMxP7TSAwi+4/wO/+O39bjB8KDJB99v7X/5+e3IkepthD4EIHWA1YyEAKXI1BKgcQgNb787l/+vWVMOAHFn0vrLL6v/80tv6X1F/9/aT26FbkWP0jxhfzC95tpmr6Z55n/00cI3A6BLYP7duDohftGoJTipPbjBcG9pfduPUEOThr+fxDFC7nN8xzdkc2AKqU48S2tT7dEnbz5+2sf3uGF/IwMvzYi5N/6CIFhERDhDSvae71YKQVS8y9Ex++P9JvJHuLyyf6930dxBZpr1i3ZaMWCy2vWohMhBOhfLELFDu81nIZ9WxHesKId98XMJfkTIzV+PnJFRmJza+breZ5lxWCm/mD9uhUMjhDj8uMk+NU0TXzBUC7RcYfX0G8mwhtavGO8nE3OTMh8f2oWSny5DyyTeZ6xUPTZgEBI2Flay8t5Anfuv40Av9IiYgPIOvRSBER4l8Kvmz9CwCw4iI0vJLeMR/mEC6kx4YrcTlKlQIJuUT9acCAPrD9I8N+yAE8Shi57GAER3mEIdYGjCNikyoT6MyO5pWsNF1q0KORSOwr6gfPDggRLEAJcygu38Qv52YJEMcADeOvUegiI8OphqSttQCBMmpAcZBd1MbrMZDFswPWKQ0NM1a3yaJFDdm79fSnr7woJ6Z6OgAhPutAMAYvF/dysAqwD/8RJUS7KZhI550aWMevkt8yWxf38JV/F/s7BX1d9HQERnrTjVAQCyWHJkRHoH7ficHsx+cntdaokrrm4uavdVb2M/+H6dPJTHPYaEd3qriK8W4m7zcuaiwtLjokuWnKQ3BeW2ADR6XMzBEopuK9dN6LrE/JDN76Q2/NmStHwdUV4DcEe+Va2kmci48ukFi05n8i0ih9ZCTa+m5EfiyJ0JpIfMT/XGVn+G3HV4XJpSgdOQqCUgpvKV+y+gMKSc1eVLLmTsB/psqZHkB9fJz/IDv35bJ5nSFAfIXAIAVl4h+C758nBZQnReVzOJyficazO9RECuxAopURPgc9RlKJ8zveqPqa7XkYnpUJAhJdKHLkfxlxQv7QsS9cdYi9MREo5zy2+7p7OGmVDfuic1/rJ6utOknkeWISXRxYpn8Ric7+YpolvtOZwWbLalqsppeTGeihbbKGDuDzjYuszS3RRrG8skZ/yNiK8U2Dt/6LmtmRlHRMKPJOOmIommP7F3N0bvGL1efYveqkuPN1Jtd0Di/DaYd3FnV5ZSXvigBJQupDiPR7SEl3cxe4vjefhXypqv4cObH1LEd5WxAY93ojuVxaf4y2x4Eg+YdWsLXUGlfsIr2XNDdwb4XOaFmkjCLfyO4jwKgPa2+UsI47JwgvEcQ8RF1E2XG/CvPnzmrsTXSbW56UN1H5i8ck7cXP94PVFeDdVAiM6LDpPRCH24USn+NxN9WKU1y6lQHwxu1PEN4pwD7yHCO8AeD2e+oDocFd+qtq5HqWpZ36GgIjvGUL3+rsI7ybytgD/b4JFJ6K7iez1mtP0YKEni++GiiHCG1zoD5JRRHSDy1yv9zoCpRTie7jyvZAd4vtknmf1eb2B4ojwBhWy1dFh0VGoy4cYHa5LuqLoIwRujcADV6fKGW6gESK8wYRsmWq/toJx5OtZlyoWH0zWep3jCBjxMV4YKyRrsSBkYci40WcwBER4Awm0lIKrhsw0UrJ98JKSrazLgeSsV6mLgC0SGTu4O534GDdkLeszEAIivAGE+SAhBffMP9VmaQDh6hWaIWAF7Fh7HgYg3s04Ug1fMymceyMR3rn4nnr1B3E6Au8MUDV0PhV5XXxkBCzRi/i3N2PQAnIQgYvwOhWkuS9xw3icDheMElI6laceOx8CltGJxechAmJ7n+Z7Uj3RWgREeGuRSnLcwn3p/S6x6hSnSyIjPcY4CIQkMOJ7fOTm7Fi8IrxOhGf70v3Wsi95atUPdSI7PWb/CJRScG8y/tzNSWN1FprK5uxIvCK8DoRlXSKIKeBaYYDhWlEGWQey0yOOhcCijIHaVkIJkJ8+HSAgwkssJHOnsKr0rDEFzxPLS492DwQsWYxx+VN7Y7I46daizWeTq4AIL6mAHlh1uE+0kkwqLz3W/RCwMUpSC23KiKFDehqjiVVBhJdMOK9YdQwkxQqSyUqPIwRsvBJu+LmhgRdG4zWpaojwEgmmlILrEleJx+pk1SWSjx5FCLyGgI1diA9rD9cmYxfy0ycRAiK8BMKwDEwGi6c+a5WYQC56BCGwBQGz9n4XYnufz/P8yZZr6NhzERDhnYvv06tbujODhJ3HiQOwMlQB+VPkdIAQyImAFayzgGV+pW7vY20/lENWIrwL5bBIcaau7h/K9LpQILq1EKiEgPXlZCFL3R4LWTWjroTtkcuI8I6gt/PcB64P6ur+tfNyOk0ICIGkCJRSsPTYwYQP5QtYe0pAu0heIrzGwFtjWlZ+Htwmo0vd2BvLQbcTAq0QsHaAJKP5mIf01OC9lQDCfUR4DUFfuDBReFyYWu01lIFuJQSuQGDh1ZGL8wohWFD1olvf57aWhYlV5x1T5MK8j/j1pkLgewRKKRSqs8sJH7KxsfbU+L2RjsjCOxloa0P0B8vCxJpDweXCPBl3XV4IZEXAXJwsgKm3JYvz70pWayMtEd6JOC8UW1mYJ2KtSwuBnhCwhfDvQxYn4Q0thE8WogjvJIBtg1bcF3y+mOf545NupcsKASHQKQKlFCw9b0tGDa52QTlRliK8E8ANSoxvXrskn4CxLikERkFgkcz25TzP/xjl3bK9hwivokQsE4t4HcWmitdVxFaXEgIjI2DhD1yczMnK4D5J2CK8SsBaZwUUlhZhNI/9SIHoSuDqMkLgBghYXO+PVq9HMgtxPX7qUwkBEV4FIBfJKazOyLpSqnEFbHUJIXAnBB7U6ymZpaICiPAOgrloFKvklIN46nQhIASmaZEHoI1lKymFCO8AkItMTBWTH8BSpwoBIfA+Aov5hebTnwqjYwiI8HbiF5rCakufnRjqNCEgBN5GYOFB0v56BxVGhLcDwFIKySm0CYPs5GPfgaFOEQJCYB0CiwxOlS2sg+3hUSK8DeBZT0zI7qdWdkByCh1U9BECQkAInIaA7bLC3EM7sn/P8/z302428IVFeCuFa9lTKNxPrOwAslPK8Er8dJgQEALHELDSJ+p82WaINmR4l5QNvgFWEd4KsIzsqI9Rjd0KvHSIEBAC5yDwoFaPel9tMbYSbhHeE6AWux2os/lKxdJhQkAInIOA5qT9uIrw3sDugWJpNbVf13SmEBAClRBYeJ20EF+JqwjvFaAWZKfuKSsVSocJASHQBgFLoiOmR16BSG8F7CK8ByCJ7FZojg4RAkLgcgREettEIMJb4CWy26ZAOloICIFrERDprcdfhBewWvjF5cZcr0e3OdJ0hLRw6qH8y78ZS/w7/uR3H2P87dHHM+xIL/cv/8fv/PTf2YGD319+KjPvNiq36kUfkJ7yDR4gJ8IzUExh/stKD/CH/001LqvG2nAHmZVPCQpfyIyv/55lzECIkB+6yk///RttSzWcSq56Ic1hz2HKMnifP+mJR2h1dCK4iS9tcmezXr5OcPz+1rhwK8stLrfCHlllbrFNry2e7BlAya3BpaUYLUl+d+uSn699/BnpAgQh8vNrLeASK2OlR1t4qVScvsBVhIfvqBQynWgXpo1bKw28jJexThVktEFq/ITkHn2+t5aiFZWps44RJQTolqf/5N1eI0PID1c9BPhVpvfJqC+9PtOiOF1tyIIgb094Irteh/Xz5zaCYyEDufFdxtGwwF6sn2AJ4RLsul2TkSEE6JarW7HL8Y4lCAHyZWJUq7znatXFEQvSU8Npk9qtCa+U8ttpmn5hyQAEeTXguxjOjx/S3DkQHDtZPCK4W1s4wcJ1K3dp4UKAuMFevkqM6XgwvPNcIV9aIrLQ09ZCT2IVfUv7ydOHzRVZzdMImlWuPp0hYIMagnNLLr4BBMfk/WLFaAJ/X7i2QHDrFwyXrtAXy2+aJiwELQY7Gxs8ru2yQMgG4+b2m8je0sKzTRWx7rSfXZ+DmJXrz82Si1YK8owWCrE4fVYiYG4wFg7+jfMDhPelkZ+2xFqJaYbDFvvpfTzP8xcZnuuKZ7gd4S2E/8k8z59fAbzuuQ0Bm4xxP2OJRJKD1JiIccFBdvpUQsDGiruIo/Xn5IebTIuKSnifeRkt8t+heyvCM/cXtXYy788cXZWubckXWHJ8cb35h0mWVSquNlkblfB+6zLmGoP8kEUkP9yeyOKL3pN9GsB46S1KKb+epulXd85ZuA3hLVqGMTg/vlT7dPNXEbDJ1YnOdZSECiw5ZKd464X6E+SDte2Zr7iTIT6sPi1CLpTPk4XL72zRgpV+u24sdyI8spWwElSXknAwmjXHBMoK1F2WTKIvFsSd4w4JxfX9I5VSkBmuZqw//0B4EJ/CBQmFV0rxuZBEro8SPuJpj3QLwiul/N5iP7jC/irXy2n6tPnCITbHpOnWAnJisoToFCPajGr7E4Ico8sTqxyr7zPJsb1MXrujZecS2sE1fStv1/CEF8oPGHz0x9QEmmDslVIohobkmCBdD0k6kTWXQD5HHsGSXbDUPe7q2bOkxau84Qi4lc61Bcp/3y2fYWjCs4FHDYrKDyoNlKOXsfgPk6G7wBT7OQpq0vMtSQxZ4/b0uYY4LBaf4rAXy22RsU4t8vBZzsMS3mIF8895nj+7WL9uffsHRIfFjdtSqe2Da4a50CA+LPpozX8q4rtW+KWUX07T9BvL3BzeAzYk4S22ybiVj/ra4fPh3V8hOhYfrPK77lmZDevsz2PjkgmWr8drsSpYkMrVeZEASykxc3PobdFGJTxPUmFLlL9dpEe3vq1Z2KwccWfxwaIT0d1aK354ebMssPqc+HB1KsZ3kX6UUkhiIa4+dKPp4Qjvbib6RePj1dua+4oCV09GEdFlE1KS5zGLD9LD4vO5CDc3xOc7wSd52rEfwxaokB4LkGFDQEMR3qJR6i2CsJmGoWXEursKd6VPXnJdZhJUsmd5EONDXyA9xd0bymqR5DdkQ/1hCG9RW0Iw/F8NdeXWt7KBgvvSC8ZxT7FKVAnIrTVj28tbVifeAXeDE9eD+NAnfRogENqPMXaJ5w1laY9EeL5ruTqpNBgY3OJBnI4OGxCdUs4byWDE25inhgUUMSU+WkA1FHToxDJcPG8IwgtxuyFXJQ11ffWtzH1J/AUdYhXISlytpFYjqAOfIWAd/tExOoLg5sRz8+mz8/T3YwiYt4yi9OHied0TnnXsoDcc70IzVFkXx/T9zbMNb9KY3X0JyWHVKU53Iu53vbRNvlh7JEHxwYvAtl5qUH2iUiziecyrQ+A9AuGxEmHypa7rnyfqwO0vbf59z6gjvsLEowXG7TXjfADMzcmmzb7Q0ng/GfYQz2OsD1Gf1zXhlVIYAHRvUL3dicq/sOqw5JhslBR0Iua69GMEFq50JmJ28B7C+sgo81CfR0ekTzI+45Zn6pbwbFsSCsyZgNkBQRmBWyS/8tgHVp0mmJXY6bBzELBsTtzqJLUotncOzC9XXWya3X2pV5eEtyhBwK2mZInKSm8ZmEwqdLyXVVcZX13uOAKLxRiudRZjWvgeh/a9K1jyEN40ktMwLrotVeiV8Lx1mEoQKiu3repIECBRgCwtuY1OwFiXrIOAxfZYmHkmJwtg9uDTpyICYU/RrksVuiO8sNpQCUJFhTaiQx8gOuKifJg4mECUgVkZa12uLgKhATIXHiLeVBehY1dblCpgSXe5qOiK8BZb/vxDHRiOKXE827CleJ8sOFwWlBp0qdT1UNGVekKglIJnAtcb8xqJLMwRcnFWEqLhizXdrWuzN8JzV6a2/KmkxGbZ0cqJicJdmASnNVFUxFiXaoPAYuGGZwJrRK3JKsHfu2uzG8ILqwu5Mispr5EdvQvpZvHiwpzn+eOKl9elhMAlCCxcnOqtW0kKvbs2uyC8RVamXJkVlNe2ZsFi/qllYeLCVLZrBWx1iRwIWMtBFnTMc2w0y9yhePRB8Sxcm3/pCdNeCM935FVW5kFlNauOjDaP12Ex4/ZRx5QK2OoSuRBYZHGScSx3fQURBddmVwlC6Qlv0dNNBeYHldUmACw7xesOYqnT+0DA4nroPIXqJFxg6WmBd0B8iwTCbgrSeyA875U57C68B/Ru06nWnQZrGbkTyMeyk4tnE4rvDjaXMBmtLBywmPnpv4Mvv/Nz+Y13A/vllwmZL/+P9c2Xf7/8LnntEJadUkrxLcSUzLIfxu/PDLvUfDPP818rXPL0S6QmPOubhw9evTIPqkLAkispiL8ST1vJQmzLL4R2xQfywzUXv4yPbrtftASxlEKdKQ3Q+WgRfRD80GuT7cHSb92UlvAWJjOdutUgdqdyhq7n6jv4BoZmtdFKjS/uL76vERtYQjrRCnPrLFppLxbca5aZ3TNagW4pxp9YkP597Xm4J2OEL+66r2QNPhZ2sEy0+Ns5p/hp1lj+v3rpaZyZ8Lzmrqug6EH9qX56SM+WG2eBrpENWaqR5JYycCJxiwpCwbV4iUUVXKlucb5FzN+TH1mKIsAfRGu5AcwxzIEqxzkw84Rda9InFaYkvJCoopq7Y4roMQsmZ+J1pGbf+mPd3ym0h+ggizgGWBRgHX1vKV1FbFuFZKU7vI9bp/xcjm/eDR1gYrq9x2RBeukn66060ep4W4T9j3lDUiewZCU8T1TRTgg7tTYE6Fk0kJV22wnOMlMhOb64Br/3yBjBQQK4AIfCyNxNEJ9bsXG8oxckLtEM+LYZi4YRlh56IdLbP9/Qf5duTakTWNIRXvCvK1Flv/K5ZcekxooLd9ytPmbJMQiXJOcTPZPbrSxes2ggv0eY0DcV8huK9NcovekKY0aktwawV44ppbihkjaBJRXhmVsG05jn+ujOK8+9erew7MDwNj0xzbUCydFEGPeefyB8t2ZuN6E/0iWzbNzqJR7oH/CB/IhrXRKn3Kv7R86zJLk/ivT2o2ieFDBM21w6G+F5ynDXey7tV5ljZ96V7GygQXJ8XacZdLRKu6XVskWTAvmBn7t8iWeySPjsLlafSG+L1jw+NnsHljSEF7aSB0nKEG7nhjuibnckO+vph0VHnIoPkzRuSjJ7b+WuPKI78Vxze4Iprk+fH7D6qN0cftcBkd4xTQrlZFwoXWesTITnZQisKP95DPZ7nX0nsgtuS4qH3RrBmvvM3HC3ceGeqeUWXgDjaPWBLcQ3dJNxkd4xzQrF/emSgFIQXg++32MqcN7Zoc5u6AQVIzomYL5efI3lwQJJG9Wep2K0UYP0wN3jor7AAPshW9MtEllUp7dBvxZlCqlyMbIQHpX6DCa1+tmmWL6XHRMQ2ZjDJWS8QnS4K7E0bptOv0FNqh1q7k6ID3cnH/QOOWBdD/exhTjZm8yTase3QcKhlWEqK+9ywotF5vM8/2UDprc+NCgUK2zq7IaLWZVSiCWxOa27LkV0CbTeiAC5OPEN6+pcFKdrQb5S/2yhSpkCYzdNMXoGwpN1t1KJ/DDb9YCYJ580yrTxNV493CYZMnY9XV5EVwvcitcx4kNO7urEw0AN1lCLr8UuI9qAeqUO2YKVYvQ0NdWXEp6su5WaEw5buFnSFnhuf7OXLXdYDTJA3HIgU5d3HD47cA9eWc6xcYx73YkPeSG3YTKtQ0MMPCosMuVOX6GAoRid1oaXx9qvJjy37lKAsUJ+lx5ihABmJG0Mlc1qOzoQH0IniQ0xYQ6dDXipMp1wcyMFz54dbmeOsOsI+knplDKCn+iRJTyxB2eKlmOXEV6w7lIAccL4r3pJ84lDdrj5UgWCj7zown3JJMkqkFjJkNl/R7Dq4VwrZ8DaI/7KByuPnrhDWEShsJr3gvSkp89Jz1uOXW7YXEl4su42zGCh1i6NP3zD439wqBE48R+fGIn/MDEOl2l6BKdez7W0flb27ubEWu9+IWN6S/ss3muYheeZepbJyruE8GTdbVOv4ErBhdJ9f0yTP7E6YnaskHFfDpnavk3S4x1tbk4sPuYa9JdVftfW3qIwXeUKK9Q2xPIuTfq5ivCUmblCSTgkZGQOESwP5M3rMfExASoWslIfejzMrD0WON4Crvv48yJ57NJJvAedCFbepR6q5oSnzMz16hn60iGnrmuA7F0o4iUGKatuvRoMc6TVjlK/hz7juoYoul3shLR7JbGs0NJSCjvh4NW5rPvKFYSH/5uVXtcT+Ar5Hj4kuAG6bm1kEwPxOvSNYD8T3TAp64cFfaMLmLVHDakvfIjbXp6uvlcEobUfBM5EriSWV8AMpR2XxT6bEp5tQ4I787t5nv+8V8nucF4pBRcQCR1dZ7GG90Bs7GLwyR3kp3d8G4FAFN3rxSgL07N1NkOPzdaE5zsiKND7hnYFfzerxXRbbKwZGObCRN5ks/EeXa/k17yzjtmGgOk5CzvmoW7juWFrM97j8tT7bVJoe3RoiXiJ16oZ4dkEiA+Xye8vd9pNeYtKLeJ2XQ4eC+iTko6/Xi7MLQpws2MXuxJ0m8UZFqmK5729mKdpBjzAp/liviXh+W7mcmu9rRAe47xkBXR0vl2s2umpSLxOcY2jwA58vrm68AbQUg5dYaHXXTu54Kb9ap7njwYW2aFXC2GO5tm6TQjPFPp/zXUBqyth4YHKBHP/2x53jgjPz9s1V+ZDo1AnX45A2DiUZ+muT+yiG5LCNq9oVPD2YQ3j7Wu2IG5FeCRf4Ku/LDvn8tH85AEsoQfrjk93zWnDqg3lJQNXfTCzK13C51tk9HbnDVqMY7I21Tno8eKeEiUsemL7zeaKVoTnvdSG28qm1pwRMr26WxmGtmfD7s1XS866znMEFnvQdbdIDs0VLi2yfo70dUdc1W3rdMKzBAYsly7ddC1UIrhyuhog5sJhpUZdJQkHxOu0om2hNIPfwywl4nokPnUXC+55AdtKtQJGzQrRWxCelyKo0PyxaU/aPrWJWEd0X+8ivmld8ZGtk133PT5bDXTdZx0Ci56VXZGeXJvPZRxi/l/O8/yP52ccP+JUwrNJ0VNQVYrwmPC8r2g3QXqTK1Y73TKGaGh9fCjpCmcgsCA9FoMsrEh2SP+Ra/NtEYVkRg5swg9nEx598+iU3mWK/dkjKqxwuummIrI7Wyt0/SUCnZOe5y90s6BtqYGhlKMJPmcT3uXNQlsKb8u9FgXmzXzYW57xwcSDvsSYHS7YLlbbR95b516PgC208IZ0FdMLOQzddk06U/oBnyaL/tMIT8kqT815j212k3odsjHlxjxzFtC1HyKwjOnN8/z3HqAKVkx3Gact8A3JK6dn8Z9JeEpWeUVbwh53EEcXVpLIrsXQ1z2eIdAj6Zl1imuTtlqnT+rPMMz297CLwumhr1MI74pgZDYhvvU8YUXTtOhyL0ahqFyW3V4QdV41BBak14WHJPTabOK6qwZ2gwuF8A53+/OZnVfOIjx1VnnduvNEni5q7kJiDTEIdY5oMAHoFs8RCGn/zGFNEh6eP9XTMEZ3GdlH33nt+aUU9wie2jD/LMLzBsgUInfXBHatkLYeF8o0wB1XZuoi7cU2RciSWih9hEAKBBYdWU6dKGu8cMhrINGLnsJK+DJgw1xzauPt6oQXG4Nqk9f3h0lwDTYrtNw7UG1wkpGJjnThet37rjqvXwSs9yZ9evFApO9BGyyZLlyxLTWjlMIGA8Q5qckjfFL9cwbhuctOAg3isn2/CFyn76iyiJFo14Pqw04XrIlAaM2XPsa8iFc13w+uJu61rxUMgtNc1GcQnhpFP9CEsLJLTyClFHdJK4269qjW9U5BIGQRn+oSq/HwgaA1vt43Ctg9Aa/SaYk9VQnPAskEZr+TO/MHSS6suyYtdPYOzEVGJivQZntV7X1mnScEFnvRpV5U2rPSlAP3XRdNJ1ppWHBrnrJvam3Co40YLs3utrg5U6Bh9XmaqV7j+RdJKt00sq7x7rpG/wjYwpIFN/Na6iSWkP0sK+99K494LFn+p3BIbcJzd2b6DMRWw3uRmdV0d98t77hodZZ6stjyXjr2XggsFm1pY2Sy8h7r5dmtxqoRXnBnat+791csvrNv6u2RSileI6Rko3txxHBvG1p5pa51lZX3Kul5tmZ1t2ZNwnN3piZMk2O07jLHNEMQ/bRg8XCzql4oNQKhm1HaeJ6svFcJz92a1UNANQnPLQQFYX8gPO8eUF1wtWabRTd3xe1qAavrXIrAohNL2v6VsvI+VBNrKIBnrLqFXoXwVGz+UGhsjup1d6f2h9s7s9gKk2dky5W0pLz3/XTevREITYmpz0uZcbyw8qq78HrVgJCtydxZrSNNLcL75TRNv5mmSe7MD627zC4Vdx2kr13qdeDqua9FINSUpp2bws7oaZ+xtRRDHLZql6dahOeJGeqdSSuVUrCYsJz4pKy708aUrYew7ncFAotShZSuTXVfeegh+/k0Tb+bpqlqG8bDhLfYCiil6671QAtJIKfv77T33UJQP3X26N7303lCwBEIrs20SVmh4cMp9We9acNZvFKD8LwdjNxiP7gzT0urraG4IVBePShc4/l0DSFQG4FQdpOSUGKXKvMK3b7DUXBHV7PMaxDeaSmktZW+xfVC9/aUC4CFi0dB8hZKoXtcjkDI2uRxvT3OAAAgAElEQVRZUhakh45MavzwLjRUfSOCGoTn3VU0eb4TkpdnVFuV1JwttD1JTTR1rZ4QCG7DlO28tCv6+9p0RjOTQ4QXmiKru8o7svvxNE0QXko8Qn0LadrU3FVL9+1p4tOz3hOBRQlA1gUpTaVJelM987s5teoeeUcJjyafuDTTJme0HNrZA89KVGmpDbpXRgRCyCFlAssZbryMclj7TLXLE44SnncSub3POWQVgelpO/auVZTlcWGgK1FlL4g6bwgEwsKvao1XDXAWJQq3z3oPbt4q5QlHCa+quVlDYa66RiCUrPEBd5WkdOVcJTfd934IlFJ+Nk0Ti/WUHVhCnD0dIbfWltpdvHYTnuJ3HwRYfZfwdMX3oQ5J1l3rEav7pUQg8x6VwapJmendWqDBIj+cGHmE8Dx+d/t2OLVXITUVSh3Za6Kpa42CQPZ9Kmsna/Qst5AbcdjiPUJ4tH2h/Yvid6Wk3RpJ3dh7Hup69jMRSG7lnbrz95m41r52sHgPJ0ceITzF70yyweROl0ocVorpnq32wND1hMAWBDJbeWfv/L0Fp6uPDR60w+Veuwiv5gNcDebR+2euvcueSHMUe50vBI4iEKy8dD1lSymeaHY4dnUUp6vPD1gcyoDfS3jeyfqwiXk1kEfvH7b2SNejLyiJMjOPClrnD4lAsKQOWw+1Aco8t9R+12fXC/V4h0JoewmPve/YAy/dqugZcLX/HtyZdC75uvb1914v+L2VmbkXRJ13CwRCO8BDk2ltsIL3KGWRfO33fet6IRfh0P6iewnP+0WmmuRbCoB7JXdnuoxSDeLWMtL9hMAzBDKXAcit+U56Ya49VKqxmfDO2qfomVJm/HtwORxaddR+t8xEXPtddT0hUAOBrMldISX/X/M8f1rjXXu9Rinl//Ds8zz/ae877CE8b5B8e1fZGfs17RVkPC90akgXV6zxfrqGEKiNQNYelqHh+yHLpjZeV1wvuJ53exb3EJ4Kzt+Z2D+aponSjO/mef7zFQrw6J72XGR38SGjSTsiZBGOniMtApl7WJplw1xNb83bjucaBeh7CM8LIg9XvafV/hUPVrup6YpbrjoktBGr0mx11U11kBAYAIHgGUmVjBee69bx+FBmtbu71x7CU8LKOwvPO82kIv7sG9AOMC/qFQZFILgPU2VFhon+1ovYkJuwO5y2h/AIHHLen+Z5LoPq/tPXytjrTskqT8WmA4TAmwiEcZ2m2Dtzr97W6nQ0cWUT4YUdElKtgC4APeXO5ipUba0Jut9oCGQdQzV3DOhZZkdx2Ep4vo/UrTus1CqCrK14oWZndxZT7WfS9YRATwhk9ZKEhI1U8cXWsg3xzF3bsG0lPN8V4NY1IaH/3i7Qz1ASNZs9A1Vd844IBCsiTUu+sGnt3eN4hzhoK+F5okaaif6KARn8/GnShFWgeoUm6J4jIpCxoUTWMqjW8j+6VdBWwvvvaZr+c5qmNAHdCwDn/cEhVRxT7szWmqD7jYpAYrem5t9SDs2/WwnvcGuX3gdJjVqQ2hhkHaC131PXEwKtEMjYw7JG4XUr/M68z5FMzdWEF1JjU1k2ZwL76NoZ6+8yumBay0X3EwI1ESil+I4wafIVMi62a2K+9lohxrp5b7wthPfTaZr+ME3T3YOm6dwKWXt6rlVgHScEsiGQsYelysLeaUlIGtycVLSF8Nj/jlVPqp0BWg4U2ykCt26a/pkhmF2OdBFviaPuJQR6QMBdZ9bDMkWTjdBX87aNP4L1vbnL1RbCcxN/8016UO41zxhS/9N0Lg/pyv+e5/nva95DxwgBIfAcgaTlR3+cpukn0zR9NM/zV8/fYrwjQr/gzbvBbCG830/TROH5ZjNyFMgD0GmsXBWkjqJdeo9sCGRsMHHEusmG797nCe7mzeG1LYTnTaPvXJKQbqeIEMBVd5W9I0jnCYEHCNRoVlwb2FCHtnvHgNrP1Pp6IZa5uYn0FsK7fdPosBNBCtJXMWrroab73Q2BbDGzjCTcWieO5FKsIjxNrO9EmlD5PXNW8bvWo073uwUC2eJ4YbK/dZLa3rl4LeF5dftmE3KUUZGxDjFrZ/dRZK73EAJhjGWqx/ufaZr+Y5qmzXVoo0h0r7dtLeHdvgbvSKD0LCU7Uo9y1jPpukJgJATCuE/jRdG4f/G27UqiXEt4P5+micbRdw6UpqtDzNjEeqTJTu8iBDKGc0Km5m23CtrbZm0t4f1qmia2ZUhj1rceitnSgbULcmsN0P3uikDoq5nChZixPKq1bux1Na8lPBWd7zShz1KEjC7Ws95V1xUCVyKQzYUYGmBsrkO7Esea9w59RTfVRK8lvNvvg3ekYWlNQfu1QlHs5m4DZzyPrikERkUgWyNp9dR8ieHRBIU43hfzPH+8VvfWEp63s7ltcfPeNNi1gth6XNi14eN5nr/Yer6OFwJCYB0CGYu9Syn/l0qpu/bPDfWIm5KJ1hKed1lJ4cNep6b1jgqB62/nef5LvSvvv1LYIeG2i5D96OlMIbAegTC5Zuqh+7/TNP3IGlt/t/5txjhyb7eVtYTndR9/nudZ4CbQmZCheduu6QnEoEe4AQJJMzXd65ai61NrNdgrk7WE99JWbJ7n/9f6xTLcL1uCyF5hZ8BSzyAEekQgYUhjVx1aj9i/9sx73LpPCe9I37JRwM3mw99rzo8iD72HEGiNwN7OHmc95946tLOe54rr7lmErCE8Wtjg0kwTv2oNbraMyGwWZ2t56H5CoDUCezt7nPWcoQ7tzsXnm0NtawjP+2h+M8/zX88SYObrZutssLcGJTPGejYhkBmBhI0n0nV+ai2/PVb3GsL78TRNZGmmyVC6AFjfBy9FCcDeLgOtcdP9hMAoCAQvT4puU6EO7c7tHjeXy60hPLaT58Kb6h1GUXTeI6E7I91GtCPJW+8iBJYIZPOqKKzxMi//YZomNjb4aJ7nr9Zo7RrC004JO4BdA/7eY0LR+T/mef5y73V0nhAQAusQCBZVinZeob2YDJFp+vs8z/9eI8k1hOctXO5sOnvhfYqalz0rmzXKoGOEgBB4jEA2glGm9ouFt7nl5RrC09ZApfz3NE0k76ToNLMnWKuJTAgIgf0IZCOYjBtS70d335mhNGN1bsUawvvFNE3EjDZ1pd73CjnPCtuDpOg0k62RdU6p6amEQD0EshFMxnaH9dBed6U9mbNrCE/pr6V437oUbbyyEfA69dRRQqBfBLJ1N1JDkBeXpm9bt7oWUYS3Ygxm61uZ7XlWQKhDhEDXCGQjmGzPc4VwRXgnoW4922gmmqKXqLfUyfI8J8GuywqBVAjs6d145gtkm5fOfNdH1z6L8H41TdOvp2lKUXDZGlTul02xsj3PFTLRPYVAawSyjbtsz3OBPE5xaYrw3m22mMnCS/U8rRVd9xMCVyCQjWCyPU9rmezpfrMmhifCE+G11mXdTwikQyAbwWR7ntYCE+GdhHg2xcr2PCfBrssKgVQIZBt32Z6ntbD27BixxsJTWUI+C+/WG/K2Hli6nxAIsfwyz/OfMiAiwlNZwil6mK0MINvznAK6LioEEiGQrQwg2/NcIaqzsjRl4eUrPE9VCH+FsuueQqAlAtk6m4jwzis8V2uxUjbvrHvmYFRrsTPR1bWFwIcIhNZi387z/JerMcpGwFfgcVYvTTWPVvPoK/RZ9xQCaRBI3Dw6BQFfIaizCM+3B/pinuePr3ixq++ZbXcCbQ90tUbo/ndDQNsD5ZP4WdsDaQPYUnwr+dU7656pHmEHdm0AeybQurYQMATCBrApFv7ZCPgKRQnzYNUNYH8yTRMTvnbW3bCz7pkKsGdbjDOfR9cWAqMjUErxXIYUG2GXUmSIlPKHaZrAYbUhsqYO78fTNLHj91fzPH80umI/er9gOq/eaPBMnELB5W37m56Jr64tBJYI7OnqcSaKpRTlVvzgefvbPM9fr8F7DeGx0zc7fn89z/Pf1lx0tGP21HuciUFYbd52U94z8dW1hcADwvNGxZ/M8/z51QiVUrxc7NN5nv919fNccf+QW/GXeZ6/XfMMawjvR9M0Ufd152ygVMold8Ya1dYxQqAeAnviRfXu/uGV5OV5qcPbXC62hvA4hlZW383z/OczhZj12gn99+5mvq3VnVVX9FxjIpAwU/u30zQRV0wRZrlC6r4v6DRNf5rnuax5hqeEx0XuvuFoNotKXRbWqLaOEQL1EMjWzi+bxVkP6fVX2rMh71rCu3Urq1JKusSdbANwvZrqSCHQFwKhq0kaL1c2i7O1RPd2mllLeGRpMun/dZ7nb1q/3NX3S6rwXhu4OkPpahx1fyHQIwJJF7yb41c9Yv/aM4dWb9/M8/zXte+2lvBuP7lmc+tmK5VYq3A6Tgj0hkC2EoAQ0kizVVFrmYZFyKb68LWE9/tpmmgxdtvOHqFhcworN9QF3TYtufUg0/3uicCejUbPRGqvdXPmM7W+9t7ON2sJL1UNSmtwuV8IEq+u6j/zOUMizaYVzpnPpGsLgRERCL1rV7ewOhOHbEl0Z77rGy7NXbv4rCW8X03T9Otpmm7b2SNbO69s25VcofS6pxBogUBIEPvzPM/ftbjnW/dQ44kXAwQ+gpc2cdJawtvFplcrRs37Z+xskG0g1sRb1xICGRBImrDmHrd/zvP8WQacWj/Dnq2BeMa1hKdGpT80a03jQszmammt9LqfEDgbgYyhA9Xg7Q8xrSW823f2yOhC3GvWnz1J6PpCYBQEwhhLkxwWWmqt7iE5ijz8PfbWIa4lPO+nmabw8goB7mllc+ZzhkylNFbnme+rawuB1ghk86Koy9I7DdjbeGMV4dkN6KfJ8av7lrVWzrPvF1YVKYq9M8YXzpaBri8EWiKQcJErb1spu/s7byG8W3dbMdL/3TRN7EOVpmFrqA9MQcItJyPdSwiciUAobk7TpD1bI/sz8X/t2qUU37JuU5cVrreF8Lz4PEUtykVA+zZBafahC9lKt83YukIXdM/xEQjNHTKNd2VoHtjtfQvhqfi8lJ9M00SbtTQxsxDH+3Ke53+MPw3pDYVAGwRC/C5Nh6nywy7fKRpgtJHE+3cJJWKbFyJbCC/VJqgXAe2+4zQ97CyORyPZaZ7nP12Bi+4pBEZEIFv8TrkU77TsSBOQLYR3+1o8A/u/p2nCh5yip6Y9k8dXb+tuHnHC1Ttdh0D5wZvz1TzPH133JD/c+UjsKsPz13qGI3WIWwjvP6ZpwpLYHCis9aIZrhNiZp/M8/x5kmfy1m9paoUy4KJnEAJ7EQhWxKbWVXvvt+Y8Jax8b+H51kib6xBXE14wp2/tOsuodCGb7NaLkTWTho4RAmsQyJj9HLYES7PYXoNlzWOObo20lfDSufNqgrnmWlndCqH7QhpX6xo8dYwQyIZAWEB+O8/zX7I8X7Ytyq7AJcy/u0pFthLe7ffFC5Yu2KXonm7P9NtpmmjyLbfmFSNR9xwGgdBObHMW4FkgqMnE9+5M9mWFh76Y5/njrXhvJbxdWzJsfajsxydNV/akIrk1syuQni81AsGSSpP6r/Kj7wnvUL7CVsKjywjdRnaxa2ot3/BwGQtSzcr732ma6Hsqt+YGeepQIeAIJHZnugfn1g0mQhxzV23kVsLb3dJlpCGVNUkkZJbJrTmSwuldmiGQcXcEW8zePn/CcPAMzV2L+k2EF+JXt87UXFhTm1Njzxq9gYhvvavFWfjquuMjEJK/0vSmDVuT3XpcH83QRHv3EJ4XOadRiCuGYSh+TJUiHOIPKkK/QjF0z24RCJu97soAPOvFQynU3UNJh3eK2EN47ktONdGfpWyvXbeU4vHMVD0sQ5+5VM/VWj66nxDYikBYxKaKk4XnSrNLy1ZsaxxfowZ6D+GR+g7pfT7P8yc1XqTHa2RNEzazn+QVPrhbv+sRXz2zEGiJQOxJm23chJ6eacqgWsrG71Wjy9UewjtsVl4B1hn3DBvCpnIfhkymNG2RzsBf1xQCtRAIySqp3IYZe3rWwnzrdWpswL2Z8HhIW3EocaUUrwlJU6Bq8vFtjFJ1itiq4DpeCLRCIGOyio1lDyHdevG68Fxh6ZY9urGX8JS48o743dpNRyxhNXRrv/+eQaFz7oVAiMenSlYxwjuUhj+KJGvtPr+X8FQEaZqUtYdl5kE8yiDUe4yBQNbFYeYFdWvJ12r2sZfw1HHlB8Lzdmvpir0DGadpkdR6oOh+QuAtBEIpQkYvTdq5pbVWhbyEQx6rvYTnHVfSKckFgsjs1vRd6v89z/PfW2Oj+wmB7AiEvripShEW7sxb1zwbFt428VCjj12EV/MBsg+INc+X1ZKyQC8xAPpryspbI0wdcxsEQgZkug4m4dlkVJTim48fltMRwqOJNK7NQybmCKMr43YijmvwfcvKG0HZ9A7VEAjWXboMyFBzli5UUk0AKy8U8hEOl4wcITx3l926AN2s3WorkJU6sPowWXmrodKBN0IgWndWaL4rzf0syEopVVx4Zz1fy+sG8j/sdj5CeNo5IUg9ZHrt2rbiTAWSlXcmurp2jwiE8Xp4Eq39/mHvu6/mef6o9vV7u17Nnd53E57ieO+rTeYelmblsb0Ilmg6Qu5tAOp5+0Ygc2amzavs6M3O3unIuLXka+8UcZTwXDCK45UClml7WIbGq9oRvfWo1f1SIZDcuvPwCC7W3R1FUgF+4GFqN+k/SnhqJP2+W9MTedIFwW3l6JtI3nqniwPjT6d2jkBY+KXrqmJj1Gvvbp8bYXj4nFplzjpKeB7HO5wu2vk4enn8EAhPaUUFVw47KFDPkipQP4IO6B3yImA7ItAWESsqVcN3Ry1rT8+rpFo7eecQ4dkkr15v71t5bkWljJWFVGytIK8axbrvJQiUUn4zTRPZ5Sn3isy6Ae0lwjqpV3ENwlNfzfcJz928KeveSilY5axy+VCM/vVVCq37CoFWCJjesxjFq0Hnkm9a3XvtfUopf5ymiZ1Obp+sYsZU9d1oahDeT6dp+sM0TSkn+LXKVuu4Rd3bX5MOLI8TpIxj1JKFriMEgqvQd3jJGl9XeGihrmEBUM39XIPwYnbi7bOKbGWSPvAcalu0mhQvDI1AKBlK26YrNEdOtbfmVYpRa/+75fMfJjyb4LHwsPRSxq1aC81qR3Cf8CE5hCSRVJ8QL8DFgyX6baoH1MMIgQoIhLHIXJeyn6wl05ALwUdj8V38znfkqeo5rEV4ajP2oTnu6bRpe+GFVaU6OlSYXHWJfAgEt1jaJK3syTRXSDXMTVU9ULUIL20vySuEZVavbxuUtgRg0YGlqmJdhbvuKwQcgdBSD+8FllO6MpzgumMuThnzv0Kjapcj+DtUITyb4D0oXC3AeAXQNe+ZuRt7mBQ86Sht9lpNmeha90AgZCOndWXavOmZiClLJa7QllDPXD2pribheaKGgq6mJdk7sgfS8/qk6gp2xYDRPYVASMpK68o0wvNdEVLGF6/QpLA7QvWM2pqEl3bn7yuEFsjEE3qqC6/me/UyQdR8Z11rTATChJl6ARfanFVNzOhdqsGdWd3FW43wbLXiXVduvyV9IDwKSSkoTRvLM9l5QTo6cftm4L1PGnd9/pDdlzr7WPtUPtbQUsqphlNtwnO3ZtrMxCsmgh5ieUZ63iVG8bwrFEX3PITAIm6XetGmPSpfJTzv3HUKh9QmvO8zE+d5/vMh7R3o5F5ieUZ6rnC0XsJST5fZNpBq6FUqIWAWE4lzeCqyx+1+NE0T3jBlZi7kH9yZp3gJqxKeTZjePFnZmkGYwcpLn9QT9gtTbKHShKzLnItAGF/pa0pVd/eqdefhn9N2mzmD8DzNNvUq69zh9+HVF02bU3dTsO4UxB2przzFtdAaf91vXARKKR5Kod6ObMe0XYMWnV+qJ2X0LOUzszMdlzMIT0Xor2hdEOgX8zx/nFk5zQ1Lhik6UmXzxczvq2frE4GQ6YjrHa/SV5nfpJTy+2mafpbd7XoFhmcVm8d3qU545tb0InT11nzfrYnvHpcvP9PX3Swy3pDlv68YCLqnEHiEgPWDhUC6yCwOGYiQc8oeu1dpWphrTnVJn0V43ltT3QM+DMq6yzd1jZA/dnAXMUi1f95VM4Lu+x4CRh643ZnDUte4hrGUeouiK1UsWL6nepPOIry4ZZBWMh+Snif2pE6dDgPVG2Gnj5FcOWh17zYILGLM6cMD5vXykp+0WxS1kd6Hd1nsFnHqFnOnEJ4J2CdJNSX+kPDw4eOKSV2MHh87ZMFRrkCsJG1iwFUDV/c9HwEjO2LLlB90kUVsEzrWHfkNCvN8OB828wieSXjelPi0FNPzh9d5dwgE0k02a9hqRaR3nmroyq8g0CPZ2eLfa1sV4nkg29DW8PRSttMIzwTtrcbSJ2i0nmUW6cmnFFnWficr7mV1Tb0MpIdc021uW/u9db3rETAriZgdlh2ZmEyO6ZsihKYTqVudXSXhgE8TV+/ZhKeavDc0KbQX6iKBxRYxZJj6xCNL76qZ4kb3XVh2XXUACtZLF4k1rdUqbPTaBJ+zCQ+fNQkafE4NRrYWVK37hQHRTYH3YrUt0qulDLrOBwg8ILtuvAo9LmhbquAiWaVJcuOphGcWgRdaKnnlsf+a/qNYTHy6Sfs3ZUW27t5UIkvL2eIG91qQHW5MEj66cKEvGll3EbJorVKllGbJKv5uLQhPyStPNCnUunXj2rTFDPoD6SFjsjaZkL5uPXB0v/EQsDo7dAsvUTcxO5dE6EfbTVJaay1qmazSjPBsYlRD6eek5xh149oMg9s3uSUwr44srWeOwe636KDSRelBFEFwZTZJxOhR/CZj5o2mWfynW3hGeG66dqe8rZQpdI7oyrUZSM/rLiE9uiV80Qo73WccBKw35m+sg0p31lHoQdvlOG6lSaEsq2moqxXhcR9KFMjwIzipouUHmhVcm11logXS86xc/qs7S7XVYNd9HiMQ9L9b/ekxCa21Plp8E49W88YbTQjPrDwvvuxu1dZSIUJxdxctk5bYWBNYZI1u0WwaF2f6eqmWMta93kfA6js9FtythyDshnJqA+Te9Sfg1Hxv0JaEpxKFFZq6yO7qotfmA9IjcxMXJzLHWoX0+KmPEHgPAdN3yI6Ccjw/6HzqLX4eiXCxs0jq/S6vVMFQigD3NPf2NSM8s/I8ztOkyPBKwR65dxg8mPykNHfnAraUciYyyi66XbUfkaPOfRuBhTeA7F4WRr3qOi66LrYpulIvg9v6kjZrrQnPt3Bv7ru9Ush77h06EHRVqvDA2nNXNn+SO3uPMgx4TnBrda8XIW7XZRiipXqFTV4vqU1sSnhm5XkKe9PsnJZCrXEvi2vQYR1XT9cDabGSl4uzhoJ0eo2FC7N7yz8Qd9P0+h7FH3anvyzGeQXhqRB9pbYu4nmnboy48pF2H2bvgkvbXZy4tT/bfUGd2B0C1lnj1+b6674lXZjA1Rh6hTaWUnwzgdN3RXjtcZoTnll5vvNvl0kZK2Rb7ZBSiu+dx6BCUboL6EcwFq4s3gUd6C5uU03AN7iQxXNZ7BDS4NM8O682zKHejjlUe9w9ATgsDi4N0VxFeD+3LD65AVaMxBDoHWLHcZssPIsTIpe1t0IPejxkYdWhv3gqKFfp9rPYcV31piskmcG64zEvITyz8ryVlqy8dQrjsU+y2Wgy3XVtm8UoSWhh8cOH90IXVL6wQh+yH2Kdg5AvLmw+n0/TRNy+a721ucs9VOoctUIRQ9b5pdbd1YQnK2+FsvghiySWS1J6Nzzu6kMX1t6Lu8u6tHTRFX/1i97kQNNTWoMxvllQs4CB6Lq26sI49IVnl92QrlDDK5pEv/ael1l4svK2q565Ulhd0qJtKFeKuW3puYpO4vri/bAK9OkEAYvTkJSCfmLJEav7VyeP//QxQ2ih2/rYpy9Z+YAssTt/rasJT1beRgVbBMuHKu2wTE4mTBJ1+ODmJL43hHWwUdTdHG6JVciNEho+yItY3TDJSGHvtiGSx1opV5bYXQrCW1h5Xafdt1Igwyxmbg63HY9tHcIE6vEfiA9y7zpDtaWOtLiXLb5oGE6pEZ+h3JeOYdjKhv9SRuZK5cpm3fHYl1p4Nnl7XR6rQXrQdR/UXqkPhw4Le24Nuwedrapxc9KT0y0HXJ0ivkPac+zkB0Q3rAt6sTefWiJuUJ1s1l0KwjPS+6PV6EihtikUVhArbGIK1OgNudu4ER/vSWzIiY/4kFydG/Tl6KEPiA69I8kIWQy3ULVMU5JUhouZH9WFZ+cHF/DlmZnxWS+38Izw1GPzmQa98vfQc5NVNqQ3ZFq/Zf9h7fF14oPgmWy12exO/VlzmqWVg7u7mIcmOpuT8CqwEOdn16391si45jGLHREu6Zn52vukIDxTME/37b4LQ03lWXOtsHvwEIXpz975gauT94b00B2VMzwDcMXfLSOYpLK4wABnLDqagA9n0Tksi8Jy1dqt0Jd4SCmFshT0Jl35VCbCI8OLlHs+2k9qu5LF+iAsvWEy5F6D4oHlwSSMm5MJWe7OjTpkC09i6r+wRBSfH25jSRvZMZaYj0R2G3XI8KOpCB+su1QepzSEZ4PNt5JJtzLYKPdLDg+WXveNebcAaLEWzxZ0nXarD10aMra5BaO3jrVyEKw5iM7dxSwevrTFwy2ShER2xzWqlMIemGSRp9wKLBvhMdhYHfCT9lm3GGjH1eyHK9yV9GzBhN4wcfP1eBN/YgGAy5MVu8iPqvBSsGDAicnJ6+ccKwr+h3ZbLsecyO74LGRJTcQ9WSyxm3m68EIqwrNJi5U62YepsnuOq0O7KyxiesMmsjyxWiA8JnMmdS9r8AkddyeW360WVJZij8uSbyQ5rGGsOZIzbrcgUMyuztxUSvEeo2kbYqQjPCM9byytYvSdurggPYplbzeROXS28oT8+EbyYyUK6UGAbEo5FEbm6iUDmi8kF8e7kxxW723jnYYRbjj0QjG7/fMN7nBCUt/O8/yXnZc5/fUG92oAABSJSURBVLSshOedRDCJMY2HzQg7U8KB9MCRnQhuO7EF8nPLDwKIbk8OASdIjy9EiJchnVvmkc5YKjjvA7nxk6/H417WkebaxZKTa/edWxcdYJsqcBLZ7ZyMTPc8FHXZ5q5rHj8l4ZmV51mHKYOfa8DNcEyo0xu2I8tenK22j0nPLaDo5vPLQniQH3HA779XLcLsmXlO/0Js/B4tV392nvfFerUJXQtHQ8b6f0J2zIGqs9s7iN4tHLpJNsxMeLFMgQSWodxNB/Rr86mhy7s2W30DPSMTdwE+spLi2RAhbkH/+r/5Cc7+k9/LawRp9+S6WBmMx/gTEuPf/pMxEa225fO4dcpPLBYR3AN5LzalHWrXkc2Tw8ETzCVM7A5dS19OlpbwzMrz1llKYDmumJ4MxJU0yFfiaQkNj6yp14hn5ZV3HwaRYrlBtG5xMj6Gr7vcjVg4MSz++F+1MjwIakhU6QLL1IRnpOcJLGkzfw7qTLPTF24cxSwOIG+WGZaXW11uibmVxr+dFPk//8a7vlh/9h9LyxAC4/+i5fiNrLZ9QjN54cIkPwDMiWkTz9RnJwJhN4TUiSrx9XogPN9NQZsu7lTM92bYUnDZkZXGZIzriwxOWQcVsNUlciJgVjo6j5uaeQSdv1VJSm3JhI4qcEjqRJWuCM+sPFZm1FOpA0sFzV0U2UJ2rHY1AVTAVpfIhYCVpDB/YI3fqgPRmZIIGeBdJfykt/CM8GIHFiZndcc/qM3m4mHViwWNiweXMR029BECQyBgLjcaGTPPka2KZadEnoPStR62LCJYLNMvs4vSHV67C8Iz0sPCA2TAJRuoG5AP6teppy+C+CoBORVtXbwVAiFVnlsqSasS8FZzR1YmFnN3xkc3hGek541J5dqspMCGK4F8r0lSXK8itrpUWwQexOvo1qTklEpiCHW9Xc7BvRGeXJuVFHd5mUVcD7cPE4VcxyfhrcvWR8BcbbgwmScUr6sMsWV5Y3R0UXP36PW7Ijy5Nitr8IPLhRUcf5WL83zIdYeDCFg8GqKjnyMfFmos2BSvO4itn967K9PfozvCk2uzkga/cRlbKdMuCP1gpczkoSzO86HXHTYiYJ0+cMdTD0lcn+QreSY24vjs8JCV2aUrs3fCk2vzmYYe/PsiFsJKmcD/pwcvq9OFQDUELOHql7YwY0FGEoVqSqsh/O5CscC8t6zMJRRdWngmBN9RoVt/cmW9POVyi0mFhBYmFaw+fYTAJQgsrDrG/2fzPP/rkocZ/KaLAnPKOrpOAOqW8Iz0vCCdvcw+Glz3Lnu9xZ5hsvYuk4RuvFiAsfBiAabG8iepRuiVOUQ8v3fC4/mpCcF/r1qbk5TeL7uobWKSIV6i2N7JuOvyL2412oJ5rE5WXQOlCDW63fTKfAZL14RnVh4D4Y/mx2cbIU3Az6R+4O828ZDQ4pun0p2FTulqBHAAV536GIEHGZiy6hooi22Oy56kLC6G2Z6te8Iz0vOtb7prddNAd0+5RSkFzPmiQ+COha3WZKegfc+LLurq5EpvpAaLEoShdqkZgvCM9HyHdG17025g0F6I+icSiPjg5qSEQTGVRjIY8TbW8Bm9ci8CfTDRK2VgNhB4KEEYbi4difAoVfAeb11sRthAd5vcwjowMEFBgHzI5GJlqAmqiQTGuIllBLLpM31z+eC+RI8gPH0aIBDjdr2XIDyCaxjCMyuPvd6w9HgvxfMaDJB4i4WbExcULk5cnYrvNZZFT7ezOB1ER6cUxi76QqmB6j4bCnIRt2OPu+HyIYYiPCM9j+dpw9iGg8VvZf5/n7xeRALp2QSmVk8XyCTrLY3oKBzni4cG/aBLipKgGgvNrGs8ZMhhqLhdhHI4wjPS810Vvp7n+W+NdUe3e9edgVIRiM/jeyxAmMiU2HJzDXlAdCCiON2FehHq7bpuHfYMwlEJL9bndbUj7zOB9fZ3Iz7ie2w0y+fFXSWLrzdJHn/eN4gOt/dw7rPjiLW5QmgYT8yUDV2H9cQMSXhm5WFhYKLzjsOa6G2GxPG7WOYd7mYnPsX4jsPaxRXMXUZ8ji8uM7foRHQXS7CUgjuZBektWjQOS3hGekyuXjxJHzhle10/wEgsYpC5q5OBRlYnk596dF4sn5q3N+seWZN16XMNY1BEVxPondeyJBXCP8iGJJXh58ehCc9IT0ksOwfEmaeFGB+LkjgZkp03/MA7E9urr20F45BctOZZ1CBb1WheLaB3MXZKiDxJ5TZlXMMTnpGeJ7EM76NOMJY2PYINPLcC3N1F/R7ZejSsVS3fJkSvOdjkCMnxJZzAh3gtSUqS4zVieXhXi6V6D+Khk1SWANyC8Iz0EDCdG4brHpBoLB16FIsnMGF6hw2uh2VA4lHX25IcAibxyWbN4Z6OljoLS0pRmEyHTYBILJY3Hy10UrndLjN3IrzYiWWIrS56HXDPntsaVJPgEGM/WAuQHrKTW+wZiCf+3RKQkA1E51a5x2KRjzIuT8T/yKVDRuYt+w7fhvDMyouZm7fxWx8ZIFeea64XiI+JlWQX/7jLEwtC5NdASBZzdZelt5DjzuCP2xIrXNZcA1nsvYV1QqI2FjlRfnC7JLFbEZ6RHq4Xz0xi80hiRfokR+CNCRfyw/KD/GRZVJSjZfExXlhwRJLzBQckd7tJsyLEzS5VSmHhyLZekN1tM9ZvR3hGehJ+s6FW/0bm8mQSxuKIEzFuT0iPLE9itUp42QC/JZ5AcHyxqN1dyVVkVW/AMtOhi/IDdp24bbejWxKekZ6XKwy1wWGmgdbiWQL5MUnHZBduj/UB+UGCBOjVxDoIxfqeQmx8wc+zK/0o3JVYzywe5DpuodCV72HxVm+of/swzm0Jz0gPEx9rj4mQ3RXknqk84FpeziZwt1D4GS0UJ0DIj8kbAryVvM0tDLmxMODnkuCihYyLWAuElgpc+V6LWjsl6oWC38pQ93O5Ukqs0aPbgNxg/YjvzSc168+tFyb5JQEyoUN6ECA/IcNve0++sGQfyIwv7+3f5QIX74a7gFkAyIobR/dx9WPZoQO3qrV7S4S3tvAcmFCXwqQn0htk0C9fI1g4buUsLRw/BT3gy+In/vwuExna+0DiTub8ZKJ7671ua+EOqtYfvJZZdk52qjsOCInw3rXZAQcUhImQCQ73ptw5g88QJne3ftwa4udb4wIS5It+PPpiNfH//PTv9BpR2jOANPf0LyTmv0Ng/Dt++b+YrPMBt5seu/WK5cZWWSobGF+n0ZM/2qLndoXlz8QrwjOELP7jisIEAelpgnimQQP+3VbI7hJ0cuHf/J5lzKCb0QL137+RW35ApVzxSouWYWqj+ACzLIN3hTjPP8RIjxZkTGxk91GvItI7H/pu7mA6wiraidAtL8aSW2b+f2658XMZP/R3dk9CtAijlcjfITMnuJd/ywPRjco0edCFl+qWXVTWAC3CW6Bkq3ssPZHeGg3SMUJACFyKwAOywzul5DtZeOv0UqS3DicdJQSEwLUIiOy24S8L7xW8RHrbFElHCwEh0BYBkd12vEV4b2C2ID1lb27XL50hBITACQgskuxwX8qNuQJnEd4TkB6Qnur0ViiWDhECQuAcBBZ1dqod3gCzCG8FWIvVlBRsBWY6RAgIgfoIPCA71QxvgFmEtxIsIz3akHlxOiULt+rFuBIqHSYEhMAJCCy8TXTMwduksqkNWIvwNoBlQWJIj8bE1ENBetqDbQOGOlQICIHtCNiuB8w91HOqRng7hC9niPB2ABd6b956M8Ud0OkUISAENiKw2M9OjaA34hcPF+HtBK+U4lsLQXpsqqid03diqdOEgBB4jIDtVP4bM060xc9BRRHhHQCwlOKbyHKV22+ueABKnSoEhMACAc0v9VVChHcQ08UK7It5nj8+eEmdLgSEwM0RWHiQ/jnP8+c3h6TK64vwKsC48LEroFwBU11CCNwRgUU2OIlxH8/zzJyiTwUERHgVQOQStrs2WVQ0nVatXiVcdRkhcBcEFjV2dE+h7EClTxUVQIRXEUxT2N9ZrZ5WZxWx1aWEwMgImJeIuYOyA/bjhOy0CXVloYvwKgNq1h6W3s9sDzOSWT474Ta6pBAQAgMgUEr55TRNv7ZMTOUBnChTEd5J4C4yrKTEJ+GsywqBnhEopWDV/dzeQZneJwtThHciwItkFtwUdGbRxownYq5LC4EeELDwB56gH1vXJiWnNBCcCO9kkBf97xTXOxlvXV4IZEdgEa9TgltDgYnwGoBtPThxXRDX4/PpPM//anBr3UIICIFECCxCHV9a2YEaQDeSkQivEdDcZhGcprYGN4YysRrKQLcSAlcgsKivg+CUzHaBIER4jUG3rudYe9TrEc+D9LTjQmM56HZCoBUCCxemxnwr4B/cR4R3Afi22oP02GZILs4LZKBbCoEWCJRSKDeg5y4feXVagP7GPUR4Fwpg4eJUFueFstCthUBNBBZZmHJh1gT3wLVEeAfAq3HqoiUZA0ONYmsAq2sIgYsQWDSUJwuTsAULWn0uRkCEd7EA/PaLAlSyt9hjTwktSeSjxxACzxCwUAX7ZHo2NjscsIBVFuYz8Br9XYTXCOg1tymlMFDY7NETWhgskJ8+QkAIJEaglEK3FMYuvTBZqLJg1dhNJjMRXjKBPFglspM6xCdrL5ms9DhC4MF4lXcmsVqI8JIKZxEHIJVZ1l5SWemx7onAA6uOMcoCVZ+kCIjwkgqGx7JML2ICXr5AWjOuEvXjTCw3PdrYCNi4xH3psTpZdZ2IXITXgaBsJUk9D7E9ZXJ2IDM94pgIWCkRdXUeq5NV15GoRXidCMtiBawqfSsR0pxJd9aOyJ3IUI/ZLwJWPoS3hd0N+OC6xNuiDMyOxCrC60hY5ubEvcnAw9rjw+ayNKNWUktnstTj5kfAGr+z0PyFPS0LTKw6wgv6dIaACK8zgfnjWssidkpGhsT0ID3qfvQRAkKgAgKWOEYoAfcllhxj7NMKl9YlLkJAhHcR8DVu+yB4jpuT1aeaUdcAWNe4JQLW4B0vyn8aAEoWG0QTRHgDCNK6sUc3J1ljEJ+yOQeQr16hDQIPFpByX7aBvtldRHjNoD7/Rotm1LhgcHEqvnc+9LpDxwhYnA7XJXE65kTi4Z/JfdmxUF95dBHeYDK1bE4GL9mcPnghPZJb9BECQsAQMKIjDs7X43RkX7I5q5LABtQUEd6AQuWVSinEHyA+L45VYsugstZrbUfAElKop/NsZ8XptsPY3RkivO5Etu2BLQBPWrXXD0F8rGDVAmkblDp6AASsiQNEFxNS8IAo0WsA+T57BRHeM4QG+bsltmDxOfERkGegi/gGkbFe43UEHhCdElJuqDAivJsJ/RXiI0CvGr6b6cIdXvcVotNC7w7Cf/COIrybCv4B8SnGd1NdGO21LRmFjEuSUTxGJ4/GaILe8T4ivB2gjXTKA+IjOw1rD6tPmWojCXvwd7EMZSc6si750IwBXZbrfnD5r3k9Ed4alG5wjBEfwfyf2OtSx8ckwWShBtU30IFeX9EKxtFdL8XhVci6VDJKr0I96blFeCcB2+tlrSs8k4eXM/AqdG75XA1ze5XqmM9tizTclr5fJIs011VlXY4p9kNvJcI7BN+4J9uqmcnEu0/wslh6uDu/kLtzXNlnfrNQLI4156UFuN7dG6F2epkFePGzifAuFkD227+SAOAradydxEj0EQKnImD1pJBcdFv6Agzvg/alO1UCY1xchDeGHJu8hbmQsPhwIbnuyOprgv79bmJeBlzr6JxbcxAb8TkWW3Jb3k8tDr2xCO8QfPc8OWTDMRF52rdPRLg7iaPoIwR2IWC1cxBdXFjhqnR3utyWu5DVSSI86cAhBF6x+oipQHqQn1bhhxC+x8nBZQnReUmBu87RI+0wfg9VOPUtRXinwnufi1usz2MsXtoAAKzGnfwU77uPSjx9U8sIdp1xkuM89MStOcXmniKpA9YiIMJbi5SOW42AxV58IvPYi5MfK3VZfqvRHOtA8wjgqkQ/IskRCybTEt2Qy3Issad5GxFeGlGM+SC2isdNxQTn8T5eFrcn5If1929l2Q0rf+YYCM5jcpHkIDZI7ktl+44p/2xvJcLLJpGBnyeQHxOg79rAG+O2ItbHl8lPnV061gPbixEZ88W9HecZ3JVu5UvOHcu5x0cX4fUotQGeOaScP5oUWflDfkyMX8nFlVvgJkuIzUkuWnG+mHmx5iXL3LIc/elEeKNLuIP3s4QXJkx3e0XXJ2+AJeAWoAjwYpkGgkNmfGOcNsZqITm5qy+Wl27/AwIiPGlDOgTMJeYWAz+jxeATKgSIe4yf3ygGeJ4YzRWNHHBD83O5ICEe6xY5BKekk/PEoSsfQECEdwA8ndoGgRATYsLFbbYkQNxmWIEQoH9FgjvEY+QGzv7FelvOE55w9BKPU8x1B9A65RIERHiXwK6bHkEguNTc4ng0KbsrlEnZyfBbTc7vkLdFBLiBIT/5Yrkt5wRfTLhF/bUwPKK9OvdKBER4V6Kve1dBwGKAPnm/ZZm8zPVWDA8J4nrj+/3vo7hGDRMIjC/YYBW/RWyOzXuWssoFqqioLpIEARFeEkHoMeojsLBimPghw0dWTLw57jonwvi7EyX/V67aHikQGWMXEuN9lj/9/14DNZI+BPdCcrLc6uugrpgLARFeLnnoaRogYC7RaO24FfSMDJdP90J+VkTPz+XXrSY/z//Ovxl7y/Hn/7f8CaE5wa1F6DVLltimkkrWoqjjhkJAhDeUOPUyRxFYuALdUoJwohXl5NN6/DhhQrRuffrv8d/EKvm3PkJACAQEWg9YgS8EhkHAyNGtL7fKPIM0WmnxnX3MLZsiR+uQ4916/N6CHCW+OIwC6EW6Q0CE153I9MBCQAgIASGwBwER3h7UdI4QEAJCQAh0h4AIrzuR6YGFgBAQAkJgDwIivD2o6RwhIASEgBDoDgERXnci0wMLASEgBITAHgREeHtQ0zlCQAgIASHQHQIivO5EpgcWAkJACAiBPQiI8PagpnOEgBAQAkKgOwT+P6M75hUEzsBtAAAAAElFTkSuQmCC' // endregion const data = [ { name: "公交车", value: 23}, { name: "普通货车", value: 14 }, { name: "旅游包车", value: 10}, { name: "客运班车", value: 17 }, ] const colorList = [ new echarts.graphic.LinearGradient(0, 0, 1, 0, [ { offset: 0, color: "rgba(84, 217, 255, 0)", }, { offset: 1, color: "rgba(84, 217, 255, 1)", }, ]), new echarts.graphic.LinearGradient(0, 0, 0, 1, [ { offset: 0, color: "rgba(84, 255, 111, 0)", }, { offset: 1, color: "rgba(84, 255, 111, 1)", }, ]), new echarts.graphic.LinearGradient(1, 0, 0, 0, [ { offset: 0, color: "rgba(66, 119, 255, 0)", }, { offset: 1, color: "rgba(66, 119, 255, 1)", }, ]), new echarts.graphic.LinearGradient(0, 1, 0, 0, [ { offset: 0, color: "rgba(255, 124, 66, 0)", }, { offset: 1, color: "rgba(255, 124, 66, 1)", }, ]), new echarts.graphic.LinearGradient(0, 0, 1, 0, [ { offset: 0, color: "rgba(126, 66, 255, 0)", }, { offset: 1, color: "rgba(126, 66, 255, 1)", }, ]), ]; const color = [ "rgba(84, 217, 255, 1)", "rgba(84, 255, 111, 1)", "rgba(66, 119, 255, 1)", "rgba(255, 124, 66, 1)", "rgba(126, 66, 255, 1)", ]; // 外圈数据 const data1 = data.map((item, index) => { return { ...item, emphasis: { show: true, scaleSize: 9, itemStyle: { color: color[index], }, label: { show: true, }, }, }; }); // 内圈数据 const data2 = data.map((item, index) => { return { ...item, emphasis: { show: true, scaleSize: 0, itemStyle: { color: colorList[index], }, }, }; }); option = { backgroundColor:'rgba(0,0,0,0.45)', graphic: { elements: [ { type: "image", style: { image: bgImg, width: 439, height: 439, }, left: "center", top: "center", // position: [100, 100], }, ], }, series: [ { // 外圈 name: "mainPie", type: "pie", radius: [160, 200], center: ["50%", "50%"], itemStyle: { color: (params) => { return colorList[params.dataIndex]; }, }, label: { show: false, position: "center", formatter: (params) => { return `{name|${params.name}}\n{label|数量:}{value|${params.value}}\n{label|占比:}{value|${params.percent}}{label|%}`; }, rich: { value: { padding: 5, align: "center", verticalAlign: "middle", fontSize: 26, fontWeight: "bold", color: "#fff", }, name: { padding: 5, align: "center", verticalAlign: "middle", fontSize: 24, fontWeight: 500, color: "#fff", }, label: { padding: 5, align: "center", verticalAlign: "middle", fontSize: 24, color: "rgba(255, 255, 255, 0.7)", }, }, }, data: data1, }, { // 内圈 name: "neiquan", // silent: true, type: "pie", radius: [120, 160], center: ["50%", "50%"], itemStyle: { color: "rgba(0, 0, 0, 0)", // 内圈默认透明色,不显示 }, label: { show: false, }, data: data2, }, ], }; // 鼠标移入移出效果 const ringGradientmMuseOut = (myChart) => { // 默认第一项高亮变大效果 myChart.dispatchAction({ type: "highlight", seriesIndex: 0, dataIndex: 0, }); myChart.dispatchAction({ type: "highlight", seriesIndex: 1, dataIndex: 0, }); myChart.on("mouseover", (params) => { // 移入后取消默认第一项高亮变大效果 if (params.seriesType === "pie") { // 如果鼠标移入的不是第一项,就取消第一项的高亮效果 if (params.dataIndex !== 0) { myChart.dispatchAction({ type: "downplay", seriesIndex: 0, dataIndex: 0, }); myChart.dispatchAction({ type: "downplay", seriesIndex: 1, dataIndex: 0, }); } // 开启内、外圈选中效果 myChart.dispatchAction({ type: "highlight", seriesIndex: 1, dataIndex: params.dataIndex, }); myChart.dispatchAction({ type: "highlight", seriesIndex: 0, dataIndex: params.dataIndex, }); } }); myChart.on("mouseout", (params) => { // 鼠标离开每一项后关闭内、外圈移入效果 myChart.dispatchAction({ type: "downplay", seriesIndex: 1, dataIndex: params.dataIndex, }); myChart.dispatchAction({ type: "downplay", seriesIndex: 0, dataIndex: params.dataIndex, }); // 鼠标离开每一项后继续默认第一项选中高亮效果 myChart.dispatchAction({ type: "highlight", seriesIndex: 0, dataIndex: 0, }); myChart.dispatchAction({ type: "highlight", seriesIndex: 1, dataIndex: 0, }); }); }; setTimeout(()=>{ // 添加监听事件和默认选中效果 ringGradientmMuseOut(myChart) },500)