echart 仪表盘实现指针的渐变色及添加图片
需求:
在仪表盘中设置指针为渐变色,并在仪表盘中间添加图片。
实现重点:
1、仪表盘指针渐变色的实现
渐变色通过设置pointer的itemStyle属性内的color实现,重点是echart版本,这个原本使用4.8.0的版本不起作用,升级到5.0.0就可以了,另外需要指定渐变的类型为linear
2、仪表盘图片添加实现通过设置anchor属性实现,支持base64,矢量图,链接,本地图片等都可以(下面完整例子代码使用了链接及base64格式的图片)。
本地图片引入,使用require进行引入后拼接,示例:
let pointerIcon = require(`@/assets/images/plane-icon.png`);
let pointerUrl = `image://${pointerIcon}`;
anchor:{icon: pointerUrl
}
图片转base64格式的链接:
https://www.sojson.com/image2base64.html
效果如图所示:

完整代码如下:
import * as echarts from 'echarts';
var app = {};
var chartDom = document.getElementById('main');
var myChart = echarts.init(chartDom);
var option;// 指针渐变色
let gradientColor = {type: 'linear',x: 0,y: 0,x2: 0,y2: 1,colorStops: [{offset: 0,color: 'red'},{offset: 0.5,color: 'yellow'},{offset: 1,color: 'blue'}]
};
option = {series: [{type: 'gauge',min: 0,max: 100,splitNumber: 10,radius: '80%',axisLine: {lineStyle: {color: [[1, '#f00']],width: 3}},// 数值分隔线splitLine: {distance: 0,length: 20,lineStyle: {color: '#f00'}},// 坐标轴刻度axisTick: {distance: 0,length: 10,lineStyle: {color: '#f00'}},// 刻度标签axisLabel: {distance: 5,color: '#f00',fontSize: 25},anchor: {show: true,showAbove: true,size: 50,// 使用 base64 图片icon: 'image://data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAANIAAACgCAYAAAB5czKIAAAAAXNSR0IArs4c6QAAaL1JREFUeNrsvWm0pedVHvjs/X7fGe85d741SlUqSyVrli1bA7JjGzt2bOw2MS1sCJjBBGObTjergZWEpjGsBSQkWbCgIbBWSIeEuE1I04E0CauTdHAz2WDHNsay5lkqqapuDXc695zzvXv3j3f8zh1qkmQNdbWOzqkzD+/zPXs/+9n7BS7/Xf67/Hf57/Lf5b/Lf5f/Lv9d/rv8d/nv8t/lv8t/l/+exz+6/BW8tP8USl/fBUJ6+Ve4DKRXHHA+iU++4L/ZJ/FJvQysy0B6xQDnfEBzL+695N/welyvFwOsy6C6DKSXZAi2G3B2AswJnLik113Eol4IuC6D6jKQXtJAOR/gbAeaVaxm1912Ae/mC/FSDz3dDVwXAqpXK6AuA+kSwfN85CznyzYJNA4wA5yu3T7C2nm9lwamtiz2NmY1gCsH1vmAahJQr0YwXQbSC5C3XGwesxtwctDkgKkw2PLcFYY7vl6Bptb/3dZJgDlQOdbaCVSTgHq1s9NlIJ0HgJ7PpH+3nOZCgOPAchAAINiMt9tdQAQAJgMSo+UvPxUBFoBVB9XFA+rVAqbLQNoFRC9E8r9TTnO+wAmgyQEjGJH7DGN/3fwOr77sf/QyA1NDA8AcsLYH1SSgLoPpMpDOCaKdAHSpAsBkTrNdXnMu4NRBMw/x4EkgAhQVbf9jF5ouOzAxSgWWQSh1J1A9H4B6pYOJLoPo3CCaBNCFigC7Aaae1+wOHEG/BhpFRQ400zXwnB+QCgXOglCoOwVgrWgAVQgDGSc1AGqnkC8A6tUKJroMovMHUQ4gB57bdg3LdgYMkIPmXIwzCRxFlxJgrL9s/XO1z/GbDtT98EYBowFU7rQeQcUolbASATXJULux06sRTHQZRNuD6FwAOr+cZitgtgPNuYATGCcAJwdNupxfDwCtid92M1vMOYiMAgMN19UBVahBRyYBVeDElnCvhwde1WCiyyA6PxBNAiiAJ2ec8xEEdstvQkim6FIOnMQ4ATgBNK3sNvHPL9nrNCj90CO/eDmeO/BsZiAKoGpIDihGW7YyVD3ce7WDqXi150gXCqJJANXB04PF2R1CNJP9u4BiJQNPYJwA8HVKwIEHDgjQcB8CDIAhebBQdlD0z1sSoPXjx8S5QpVAqoACqoSBeFCRYsOzUlMUq6RoCaGtihUFIMACKrQAnMhe4ihCUXcRi3ov7qVz+fguM9IrkI12AtEARyIL5QASLETm2U1NS0xTFwaSKGAjcBLDJNZJjCMeOJL9u6T+oVumW0fvvMX0525Fq30zGbOXC54G6wwTlYCcJapWVOW0jgf36cbaX45OPv2llT/5jw8Ph+viWKoQx1qFEIwSxuJYaiSBoRhDmQz3SkxLCPUm86btmOmVykqvaiDtxEa7gShnoDqA+nTu/MaBJg/VLgY4gOVy9orW9O33vKOY2ft+Kss3E8GAFEQKsIIY7jL8v0kBUpC/zZHQ+OlqsPrvR088/O+O/+d//yBh7IFUSQ4oB6SREJpCWFdGSwilGgzkMphehUA6HzY6F4gECxFAkwLBTqra7uJAK7tuK3gUhgGN/24v3tideuM931305r9XGT1iBxAgB4nUQUMKIg8sEiCAjBLgxA7/fPj4Iz9/7Pc+/RcJSOE8B1NDHJDWldGWACaDpjawKuebMwUwXQbSqw5Ei5SzUM5AATyKivTI+xa0fc3NahoHSM38WE2nFF1XsSs8PvUwn/zTr4zOfmFzJ+Ak1lECKnbXlVQ2DPfe8sPfVk4f+DiY5kESmSVnmQCswEzhcgBYAFYEGmkNWBhv/tHGfV/+B8/+pz+4nyA2AIpQyiQ7MYbihIgVNejKhYDplcZKdBlEFw4iizZvAdBNH7nWlgfeJcqHiVDAkhFFwUoFBIUqCigZKGCqtc/rmc/8jpz8zMk6cAKYSg8oy0BJ/UN372nd8s0/Q2XrzgCAwDIgqTFLAoi7rQacidsSgMRdl4A3tGdO/+Nj/+qf/sZwKJagNrATQ+x2YNo5zHtEzxXiXQbSywQ45ysuTKpzkyCyWGdBP7KQoMnF/jd0h/vf9S2WGtdBUcCqIdUSMAVEDVRLKBsVGIgWpCjUA4o2T/yuPPlzvxfAoxFMhhtQUgh1b//E3Y19N/0MGLNbQbEVLMyAeuaJIIlslQMvACpjpvw5CUA1/NNT/+n//h9P/dW9pxM7iSWMhdG2lwqmVxIr0SsZNBcic18IiASbrOiSHn3vks68/kNWeVGBElYNAaUKGSgKUhSwKFSpYEUhioKUDFQL+PugWvkLfuZXfm08PlM58FgGCgKUunf+D+8s99zw0yAUu7FNHQSaciFCLXwLoR2x1sPA+G+kkDDcLtVDp/7oM99z6nN/8qwDU8O6UM9aly9Zey4wTeMK2Ul8eKWwEr9cwaOppnJOAF0KiMZY5QAiwYAFTRY0mQ+/rm9nb/l2y5hTUv89KiuUiMCkSlBlkJLjCHV1IFW/YpRFlcDTd9G+j32sBAqBlAoUChTdO//n9xdLN/0slIpaOUgJqgqAoBKqQuQLQ+qqQ65I5K8ld5fsOVTr56E0pf6x+X3JFFfP/7W3fHrPW952lYINMDIKNgpjFCMWGKMY+u9lwBZtFoxIsEnB3eGK2LfteoD7ek9LutS/4tXAPueSuHcDUTCLBhApNqnd7Rbre9713yubvlglghIExAQSGyqcSgyCqAMWFAQlMCmr9SkJEUGFKp5+E+/9gafx7K/8gaKg9q3fc1excN3/ChFWAogorXwCCOQusweKSrpPgBUR1NVZwURe7nZn5P9NGQDdw/39QqCiPkw05kD/rrt+fXji+D1n7v3KKYBsOgaPoGgrMISgCcJYFX0aY4VLLEhVc8KvIggP2xVrFUovV2YqXikgOlfz3e7F1tPYHkR9sthgxYAciIassLR+9Q/cUlFjL0TABFILAjGLFQIRESqjSuywYhlSuKiLlFWEiAyrKEGUACaokjSuuIc7Rz/fXtjTbe6946dUlInJLXAVv77dQveEBMpBFOiFPDPBAYYCUBAeD6gKkJ4uBfjqGQ/ieIwAInavwXzF/Lvf8wvrTzzxfeO1syNFGQMawQCMNoBKBS0GNmAwFoshVVik5H44AuAR5CpeFjXoZUZ6iYgHFwKg7Sw/FRZpjLMc5G0HoioDUYMbc4uNzdbimwBLDCUos3PaCEGViZRFCKzCECIGEUhYBUaVAbCjJocDUlXyyUwTM9/8gea1V70FxH33wcWREFFkDffvjJUycCVWCT6hDFyoP8Y/ytVrs+fPU+cQKgagmmbzzoPf890//Mgv/dI/JIz9KzQUYFWMFGhAsAlgCEJfCQMa4ywDQwFC1+1tAB6Iv80rhZXo5QqiC+le3cm9vXOhdXsQKUZMr/3wtXb2Nd8MgGBhRFAQUQHRElYNlEoGkpigVEC0UKUCSoYEBcAGgkJFjQIGwoYURXOhO9Va7O7bUvPh86gFeWFhsr5UcztMihQ1wSFX/hSKXBX0BV1WKKmsfOmLH3r29//DVwiokgAh1knj1jI6NhcfSvSkXl9KKt4rRQ7nlxuIthMPcgDtBKJVrNIqjtIAR2g3EFm02WKDBZs8CSJFydTdc40IQUQAskykDCvefUBkSEkVpPD0o+orPkruspKKkIZkRd3yprIwzfmpPS7nCXFXYJckBmw99lESFkJopvlx0p/i9e4y1T2u9e9d80dTxlAAFNy78cafKBudEiDjBIiKgYoVpf+uhv67G/uDkgvxklP+tvjbbNd1/HIUHl5Wqt35AugETlA4bQegDZzglA8tRHk7FFqDMjcJIsXQaNk4yFBiVRYBIEJgEImQC+uUoUpEylAhqHjlzil1RERESgSQqvVrVak1P7VQ/z28iuaiqwxEFBZ0DNVc6JcBQNPjoZnIEIGhSfnTBEbVBBzKrkP+3CBwUd6w/zvuuceBiLyKV7Bi7L+rhmfzTX9QGtEYZ7nCkEZYowFOU96OH367F2Mc86sOSBc7R2G3JrychUbo8Rhn2cnbrQl5e5ODtCsYGAEbxdAoCrbKXVBlBA4sCiUWS1AwQxgQEIRVFKL+0C/CPn8iLwSwqpJLPiyZsmiU/XYvsUcCDuWsFHTtGotMdkskuTtnk8BwEZC7HPSjDJ49J9VYDWjt3fcD/X2LHVf3GhmNgCo9mEYcXB9JEl+gCgMPpiM0+Xu9nFmJXw4gOl8hYbcwbjsWqodydRDlTOTCFjZlb39LlJriIjmCKhsSBimDQCJKADFIiYiYKYR1QsTqhQVhp6KFviKixmx/PghraaEnIS1nBATBYBs2SY/zYAqg9HFZrf4E1B4fgBdZKatPhccGCKsCYF5ceN/7vr3h2QgYm/A9bR/ijbeEeKs4+ophpZdFaHe+sxS2A9DOLJSHcnk+ZHyxkbNzNgrDquOSCcxq2VBloIAISEWdHY2UySl0JGIJUFaxBGJSAUMBcmEfAcoQBRWmLLvtXj2kSmCK11POIhlgROPtWWtslL1redIEe9VeK2O5GsDCbcQJlL6I21ha+J7OoYN9gAxgOORL24V4jvFdoTZEByHEeyWwEr+SQLR9GLeVhVwC3ObcqSDYMPV8aMzuSFv5BTI2qjBQy4AlEQKTMLvMnUFeWBCAyFGWKphYPQKcGAFSBzwowKDmzOyCw5dG5qEY0oU8yedKoYYUwzeNhdiUS9WFBo03pposRe1Ds5Ax5UN1CT1crxlI/WuCZua+6b0fLsFGUXkwGd4uxBMMeDfh4eXOSi+7VvMLqws5RW7zjvfPSW9u0aptsZUxVp893Xvwd06vrBgo1llhyYFo4EO5oQfRKJy7ZFrhzKYKo6gAJSNKTCoEZYIKEbERIWIoiRNynSrsKqisQkQEFlUqTNEou50+ZbkJZY4EQDOm0SgUJHdCDP7c1eRqQimMU3BWWwpx2WTNyR/9nUiRF31TDTeTKQKA3bWN+dnv6L32qk+v3vfA8hhjTbAEK5oKGFUMVdFViw0mVOrtQ9nQmNUtRdqXW13pJcdI59PBer4gKg6/s7n6N/7O60cLh+4amu41VdG/wrb6V4/mj75x5Y0fv73Yf0PXAcj5xvJ8SKO0m84LjA2pGIGAFQyBMzIQuTxJiYPM7dagsC+4klvTzk7k3T1k+jPzvspTW9R5mJdyHNTYKLgXNLP9UC6da115UwAqiYGS305rr7mTFJ7YciL8A7qzf/0d3wsYDien4OUqnvVG38rnpMMoPLxSWIlfSgC6VBDloVzr6jeUp254y90VNffaSsgwyJCwasVMFY/Qmh/e8PY3FXuPdFwYkudDLpRzIBoVDbApgQJKLO5Qa5zAIAypHOOoOxirKDEJQ4X9mo4Jivo6EpESl2VZdqZmUv1Ha5J3vZ5Tz3Fi4KUJFDEs2/J4qokHWqMZ2v41M+GhFiIiD/0o1q3K6Zlv7d9y654SlQ/xgopXsOsAbrDrCO560WGdXYhXl8Mnc6WXk6GVv56g2c7FPVlwzWtEu9WGJgWF44fffb2o6RqoMQxSHbK1QlAhByxlqJSjq996o5O2k7M5OZzZlCC/KCqjIMMQ48pH6lQ6UnYrU1ye5FYjOX+qA1RwgDuWUBIo8dTcAkCkEwuTMsNoXh+Kfrk8H0KW88Q1znGxR0sQEK1GUHiBIgGPsoIrRcZL90eWO0U2zIMt5ubc2+762woyDc9IgOVJ4SGwUhIekhy+HStdzpEuUH25mAmn2/nkQu8QXX1bZ1z0rjBaERRkxTmtmSqCEhkaMqQgKBjl1BIfvmO+euy/rcC1xRnXHke8dNPRhd4db3xT0WpeWbTMgkg1Xj8jV62dxImVp3BCSRkWBLUMYoIIETGLUvR8+lVPBLCS898ZU5ZlozeTu0Uz21zNuU1McbGrBJuQd2/nyh3B3Vd8niUSr3OPI6j1FnUC4KkVVM+7NAoY/j1xXiCWWs6GLGcz/f77Z+68/V+e/ewXngACcYPdMzgvHgEiaLJziAc5fEgF2upEoq25UjC0vtRzpeLFBs/FmEy3AujJLYKCxdk4kGS4eNO8IWFrAaaKmYDAQrYakSFmoCJbCUErLvpXzgGfWw/y7cH3fOCW3muv/TvcadxOrMwMgAWGBXMLwNw1Clvp4OzjdP8zX9KHdOwUOwAsKkzepeYDO4IKOSy5I7rpLsyDmVW87039whUXI5D4NeqBAc/bMcBS18Eq6v1y4ZnVeeRisSfXwzVaHjxYnCBBiiirh/ejkhRvCLnXNgnAAfTJVQ4AVM7edcdHz3z2z3+8hDXjGHjGgFMUbQYqdTlTnwgDz0rO5dDGbbqbofVVxUgXCqDzdyYsIgeQO99+IIkxtjnWipmExIPJsOv9McRsxYIBZvJSNmtbgaKcmW0c/raP/FgxNXUPGQAiUFW/YBnkJWhiwBhtz72Gbu0fpKNPflb+fO1pXSECqVCQssnXaYiICQJAlNiUZaPZn8v7ghLTTMxw9MDI2yGQL2IKVVyJ5EC5qqaTz62OiQzVGCUCOqqDOf6S+xtRySPPaIhtG0QE059698Jb7/4Xy3/42Qf9rWEsi788UsCqoKOvNFYqXkgQXcz2KFuH05/GpBqX5solFnJt4BukqGhkhUnHBA05iDIUZKsRMxfEsARVtrZy7CQV9/Yemdrzge/6p9wsbhNRMBQqBDIuDlIF2LDr1VGA2QAkKJroXPVmfvMzfyFfPPmgngD5ME5AUOFgsgaUiEGms7igIM4Xe00sC4s3meNc/5Cmwo4DR6g7BRbR6N5O0nkCVjD9uLBOHMv4x8X34YGmcTBKyJPEv8/AaA64HDDMPlQk4unb3vixk3/4uR8pMdYxSPzdOMjhhIa4PGnIodXilcBK/HwB6Hx3dpgUDnYSEM7iSc6tPZs4w6GwOulOSMVV51AoZcRw5lE2ZA1E2doxMTFDKxZrGWrZEAxU2aiYpfd++GfAzdvUMuBn5agw1J9Dwr/ddWLhblMADLP/dn5db9HMsCipBUiVVcXr0NZLbKUpmtPz4ageEneCJrBkcp2KuJwHcOcqgAjq/iGqkVi9mJsXaD2T5YDKdHCtSX/+uC+OrQBEB0UuZIRaVe6i4F73bXve/tbr3QAXNtvL4cGHV3eHh4Pny1HBK14MFjq/nR22C91y9mkQcBZ1BipIMcjGYhlSbLAoEznGAZTIsBIDLGLBsK47layxAkAtLxy9/l0ouu+AKETFd3D7xeLZiAx7jw+BYKAQv4jUlV4J5uCbcct9vyOfIyJ2ERG7kdqiBBhwe2nRyweOSTxraAin1IGHGTGxT811SR6nrOhKrJFVSFOeA01DTSKDib9TngeRAwyYszAv5GSZRBiLuek1wZNNgU7+n7rtxo8/91/+8AeBMStgyGV97F6pyaFIK6iUUCrFGQ+Dly0r8QsJot2k651MpYF5nIw96Y1rbctAdZ9cgws7ME6dg2GCUakYWjHDGsdE1qiCGZUpyqLVnpn/oPrpbY6NGKrGsZJlFxkGhgpsVbnbtHKPUSGULe3svZkOaCqicjyCc1EUzdmFwDi1+pFoFBzq9R+FS64SyOJjNNOlVaAQiPqcTgTqL8eBKIp4u0o6D64GQPzBof7UUM7qVYoa79Xef3oMt1p37Xn3O25TkCmjDy+xUpgy+0pipeetjrTbHO2U/+wcugXwbA3dEnjqLu0cQGGazci5EqRga8ekoix2HPMhq5ahyqpgsRVBxfRn5m9VKWYlA4oK1YHjwSKVC+dg0/USrq8AFcL0ET4IP0nIJQ7OUcrl4mLIuJwIkBdPyS98PytBBeSFAhWft2QxmgOLB4dIdC24BZ2Ha5J8epJdn4Vi4q9XEfd62SQiiaDzQobClcTykC/I9UHY8Pft3XLdxxBDu1EBDAsNVquaO3yTBWOSjJVejnUlfj7Y6HyG0TsQ1R3ZdfZx4BnhlMnBU2HFBPBYGGNhjGDdOJOpMRLd2iN2fUNjhljDgBE7JoY1kLExBGOUPYhGDBUDVS5b3ZtdDuQYKLJQYJ7AUpXPj2L+5JUrCUdtx1plE53uvHbdehRyK4+MaS4s1oqhgWni5VRlVZ0EjjjWEYGK9avXAuovSxz/ndhD3GV3vSR5XJxwQD7nogDmGsGF50xuVvXgj8DN2i8gWnNAKABqNF637wPvvUsxLkpvZkUsdg9NsA5tZ2h9ObJS8cKDyAGoPqknbIni9hNK0rXxec9KtpOD8ZfXs61PDNyPMPAWFPUzQ5kB0FgGzFoxkxIUbK1zXzM5ELHbXIghYGOaB7UiKAMMnyeo+GVOUEMx73AGb+seDYISe3XPzdci47ojWvPc21iWMUgYaqho7FmCslGIl67FpxzWF0x9rsJhwo9f8Kx1oHkTqns/rmjrlG1bV+E4Wb1V/fMI0twH8d+Y5P9OSiAoyebqhQ6XW5GrPwlqeZK7j4BDQdgfnruvfc3HAPNZ12Yx8pBtS1LxxAg2PB+P6eWcK/ELBaJJFtqusS50p+4Utm3HPK5jVQuBFo6Jhpk/znm8oMqQsbHWMnTETDAMMZBRwTDGsRGMQkqWsucYiRMjSch9TFLtNLstspVX7jxTOUUPKFvcUHHKrwCGysWldKyWGIIl5UuiaudCMQ8mTWFezJ88o4TrRaxrr4DGnEhEUw6UM014fkmtGSK2lke5cDJjpiB2BJqLeRHV7pNkdoKE7t6ivG7/h/67b3SsxAbRST/yfUtuO5swXDKx0nBXVjpfx8zLMkeaBNF2k3om27tzAO0WtgkGRsG+5bsOngQgFO7ysDAWRZC3rTKDrBGpCggbESkUVCikBJVNa6lwwIDLfSovJPhcSayr7kfgCEMruG2OfH4EIZcj+Rk6XHqmV+Gy2L/oxxSnAmmmgKVwS6BqU+gWyjYiXgYXQCp/u7tOxNalay+Ph5ANHpQqKSzUIJ/HMDG8hqbXUgXE+se69+zeghMywvNGaT6AE0kQCQeGzpEj31+U/cJ5I4KpteDQOCkxLB+yxQZbrPMYPd4tV3opOsP5+WCjc4No65CRSQAF1W0r88Av/J3A407Oqe3BpNaosLEihmFLCBkmKkBaEEsJJQNiw0CZRAROYoNmtSJfS4LPl7SimCMFpU8qdqKD9QCrlEiFRJm5XNrjV1gWbgUGsTFXUq9+hSO/SgWVKoaa6ouiigQ8BxwLEgu1EkESQCYeOCrZ462N/w6gcQwlXu3TCKwaI/lTzkK1ZkIPxFDzCuxGRXFk77e++90AmxJNg9hFW7FjJiGXLzW9obUiwYhGWOUKg3N20b5iGGkyJ9p9hnaL887USQAl5gng4Qw8KBr96eYkeBKARgVApgQKQ7aA2IJhS4AKQEsVLVRsAdUCsCXEFgQUQViAV+HU5/DiGQceIFKRZyiN97VBtYshHiAVYK2b+10W+5YgVGicxx1AkpjHLWabhU7pPCxuaGIQ8vePzBTug4zRQvjoF3c4xde0AlgvNFibSdgZi/nr1ANSImtpJsW724PYEMEH1K5rHTr4EdPqNdOAFCoSoIzvTLZksWHEt/9bzGdtFkdoJ5X4pRLeXZTYMEmtk8JCDqLJyaVxJ4dtO1MNKZSbrZ458o3veX1rcf87i0bzNjK0h4kXlbSE2FNi7XE7Gj8yXDn1X5/+i8/88dpTT2y4aTYggEllWMCYAtayasXOokXGm1mc0KBKYqVQ30pEGpJkJzgQ+wXFvoTKcHNNgreMGcrWiQbhfxIcp/4gRUtLoWgLcYIAOMs3KAvt/O4RUbiAptHBQCwAO6+SJN8cvAEVTkxQEu/H82ZX9rVU7wYHKciQZ6jMa0cT5tbglIsWID+pT/KZX/7+LFudE+xfkwHm4sD+b33P+5/4l//Hb5cgrWCsAgbo+A+zbhSiQAuKSiw2mVCqYJQNSnEWontxL16KokNxMWHddvq+m6O9lYnSxlwb2ZCRDXbbQI7YzfU0rGDuLy2WV7/zQ99R9PofJ6al5ABILc4gs8CFWeCivL5st9977Xu/bVxtbPzHZz//R7967N4vHwdAKmTUjkuwMsQA5KRukLKbNKysREzKRqwfIqwci5uhzkNM/jb/DtzWRRCyTj425AQtYgeAYOIcg5gPLDIVpVuALiRjEq+QiVvoknTrUBTlABqV5EzQsBmYB4pkO+x5zZLE7XdBQflj5F16AARksl4iRgQNc/CvCmAchMPxQMgpg0ph2LJ3dITmQHbFZPWfkzXZiRwABcqE5oGl72rO7Pn90ZkT64pRkcq5JEChig4DKypQBtpQjMVinkZY5gJtO4jdtLkhKq3Nr7eZlS4USJO50WRe5NS5offEpUH0u4+6Kvj6D3z323r7Dv4kQFcm71bdDb399THRHm2ePf2pe3/3X/8z3f/Gg9XC0Wu9x8bFZ1aZiFhU2KnGyoZNc27urk+Aw75B1m8jqSAWP65X4rhesABkweyClLQnq3XSMrnHrTy9fuzUAzfOMZVNxB3xXPgVng9kY5WTwuLkcB/HRiABtRtAuwB1GkC7BFoNoNOAthrgThPGMNgQCkPpHARjHKvxeAwaj4DxCBiPoeORO42GqNbXMFpbg1Sj2DYR91Ly9iH3Ob15lTT+G0Huz3YLDD7vIOW7+4bHAZtPPfXLT/6Lf/ubFWgMoCJUY5d18tidrGVMVYRlKWArg5Y0sGkZDW1hRqZxXHroxa00r8f1+lLZrKy41NxoMi9yxz4nLOThnAuSAoj8eCswA8y3ffiHPtqYnvlRt8jTTgrBBe0d3Mmjuc2MN7BptGbmv/uWD33fzfd9+YFf22AtRMSNyLIOFiRiACEmNqIgqWDEJpungl0I5kuH8CMYwN4+owAzQyCekfx79QsK5NWtqt0iLZoaLT42Sd9B8SIHSvfKLq9REaBVAns6oKUpYLEP7TbdISN0q/oREerEQldX8vv8Efs90z0IDAFoGXC7Bfb/NuzO839jNMRodQXjtVWM1lYxWl3FxupZx1AWPiT14a0vyLJxjYIIoSOnaBXGs54l397nnqe1b9/f6szP/buN5RMrlWsHtA62Q+N+yBYUIwGaEPQZeBZjDLQEpMKAzuIsA4hg8mtQXwrMdEGMtBMbDXBkS14U1LkUzuUgGscZaG/4yI/9jGl3PhTDOKJYR0kslBk4o9tYarenyYWArarj9z688unBqgx8wENMyqLCrMQCYVYwETdnpt/0fW7AvAVYwZGdfPjFAvjLxNYdZZHYKbBQAAazYuXpzubKowda7jrHRomFxOdJNrIR9QrQlTOgK/rAdLvGwe0GY66r6HcY/Sah3yH020C/BfTbQKtwa5w8OJgAZgWDUKlicwyMRoRBpRiNCcMxMLLA5hhY3QDWNh0AGHWQkVhsnFrG2vJxrC2fwMbqWYfjkDMGBgsD+Y1nMCbP3r5jl8L3yQALBk88/b89/Zv/16cdK1VjghkR2DPUwBK0cj6SqYoxFIOxLTGwJbrSwglpoKFttPUIjgiw/TaaXw92Ki4mP5pkI+A0gls75EXOnT3wxsSNLSBSkHndh3/4+02n+6G4h0/Yi6c2Xtd7uTK7pGs2c/dNwzxixxtMUSxdc2j6nr/82qnfQiXWKwOutVzFp9FqVNUxksJV7eFzHhF3xPWOaxL4+N9PKWUBhzZRTh2jRN67VjWaqhYUxQLxreOVz40UaDP40BT4cB+Ybce2ioZRXLnAuGrB4MgiYe/05NEua/GubWyUHZzVfUcGhG4JdEvFbJ3Ka38bQ8LqpmJtQFjbBDYGwMbQoL+0hJk9SzAEaDXCyskTWDn1HE4/9yyGw0F8LZfLpe/Ljfby7fCx58kCVtHev+ce0+r8DjbXpAKLQktg7Mu7hR/jpawYGJcd9kjQpjFOcYGDCjyFNtp6Aidotz2WXmx2uujQLrFREhjykM6JC5OD6E0E0Q3f/F1/rTmz8COkE12hlO0i59sY8plqCp3ImragHiCg1eR9r716+p333Xf2P4sqiVpicrYU+CH44NK4liF1Xjl1LQxghli3KZ0LVQhkPXBJQEoQIRB5VS9L+uFauMk5sl3Bk9jJ1GwEtK+F4tpZ0N5utNc0S+C6fQY3HmAcmmdntfEfROxOsCHoLmFGfUJ4feeJCdihVQDNKcLiVHr+qgJOrQErG465xtTAwoEDWDp4AAUDK8sncPzpJ3D82FOoqrE7ABoCicZlHNrSXTjs29WJ98x94513Hv8Pf/jHTm2pBECpMAqMBGgYF1sYr09uqsVYgTkZocdAJbnwkKt4X08wPW8dshWGZNHwKp14YaFZk7ddTjTiqd5io3fgyE9QbILOVKCsvVnj5J3sumzLEc3CuUDmGiVcRn+quH5uvvm1U8uj55THRhzZMYllUEGilmHZH0mdc1kEfj5ByH0kesvIh5CkvpUxS6Niog5Xp1G1vn/JQgxQXN1FeV0f6JZQENgA1ywVuPGgwdVLxuUq/vNbq5F5ayxc26qSajvzaTZ1dRIqacZCOlalIZFboad+u8z5KcX8lHv+zZFibZOwtgGsbSim5xcxt7CI6295HU4cfwbPPfU4Th4/Bmt9UTb0M9UOfY69ugf3fyNQfVbBQiigKIQwLoC2r1INjPOcd9S1nrcBDMBoaIV9tIFjnLt+J8GUh3ovFpjOG0jhDU6GdSM8GdkIGMJJ3XlIZ4KxNI65uuZ9H/4gGXNYNd+eMR/9ThEQacHkx9C0yPwU4BTmgbJ2a8KB/d27T54c/F5KHwjgkiHKBC7E+gk7cEk8M0FgU12FGMTW9b6JEx5Ess25fNObC1/8ZWudTWeKUFw3jfLaKQg7pEy3Ga8/XOKWgw00yzSbwdrtqHXysm7POVuQgloLO4EcI/grwmXJ89CdA0UAitIAs13FbBewFljbVKytA8MRYc/eg9i37yCgFZ596jE8/PD9WN9YS78R1LvM3b+LfvcbTLNsYGilAilhVAKFKDZLglGgIYCwYtMoOqLokOIkWawz0AMAGWGG2jiuq1il7fakzdkppCYvJKCKSw3rAhsBPd+9WviOVfha0SAr7xUMqGnOL37UtekkRonbl2QLgij9nKEQigx4qKl5lIaAZH/tBu1dnG8cOLm8edxtQ+n6kdxQEhi1FE2YxOoWl7hyITLgMCuEfH3FJ9sq2a55SGGelgXKO3oor51y81YBXDFr8PrDDVyzVPjPo7DV+TNEnYFCXpYzTj5muM5QWx+P2laXaVvNnYGYMyJB0WsRei2FFWB9oBgMAVsVuOLQ1Th8+GosnzyGBx78Ko4vH/fM7J/HKYyd6dfdeHT5s5//GmAEIFEMS7dnNQoX4rX8lprrxlFPA8Am8kKtczx8FSFfCgf5r0eoV1x6SDcg4CAszvrcaCWwEaWB9MyuLj7mq9/5wZuIzL58+kw+/DAeEbcLXbJgIYU+lDXTUH1B+LPZmfZVy8vDU+pUC4IqkSqDYNSmhNkiczgoQ7lyzEKh8IpY/KRsS0r1xVAUJez+fcCtSyj9gnzt3gK3HW5hqec3LpbzUXe0pkJuXdgTDDJBSD7GRX3NXML6Ocf76bbcqbKKwaYrWS0u7cOepX1YXTuDBx78Kp565gmI+DZ+AzQP7LsJKB8AbOmkiYbvExYBmoULtMeqmGFgRRWVKnpi0WbGKQ32oQZu0FU8EpfPJDu9WGC6ICBtF9a5UCEodcazkaHARs43w56R2PT3H3lH+NUTC3EydCINLUw5URbcSyY2EMU6E8HlOhpXKsUV1+uXVyrwRQr9EFACkze3pmo/azbPwGgcOaWkzuPm93CFn2kAcQVcNEvIwSVUSwvxvV+7p4E7j7Qx0+Fgpq4NIqmJA1sYaZt1vEuOc6G3n+v1twKzjtydgEwKdJqANoHRyDHudH8Gd9x2N2696VY88ODX8PATD6GyFkW3ewTQ0nhro0KV3C9QuEPbUAGjgg0wCiim1eKMAYAx2gDW4ZlJgCMCPIIeepqz04sJpuJiwrrQK5KLDK73vqjlRp6N0n6qGHHZnrolLnLXajAh6CYA1BjLy92JoZAVa/MGtPrmWAChYJpqlTw1HFZDP1bYDyQhdmq4i+EldI6yDxO9/QVkfTu1jYMVQQIuDezBeeCKJVS+Znl0TwNvPNzGTNtVKq3dJuk4d1Kyuwz3fD/fDsrnzinZRKg4EfqBgNIAhYEz+Vqg3ezi9Te/ATccvQ5f/tqX8PD6vXsVtnDFBWtdIU7djDNUor6ARyhEISwYGEZTBUMlVGrRY2BVAjMBRwDMoocHdgTTCylCXFRo5yxBizGsc9N9Qt1IMzaCZyRX327AMLhcypnFbXA3kRNpCtNi/qS55JuE8FpoSEmk0Lijg3tHzVbRHW5KBa3YmU/VuLZzF1goKdiPIHTuBu+ORjZVx8+DY1bg4Azk6iVYdkX5a/Y0ccehLqY77JvrsKOqNrkQL5hCJlb21oef6/ndQ0cjwWBcYTiqMLYKawWVFVjrxJvQrhS2lGECDDPKktEqDZoNd2o3jVuW2AFohX8+EFqtLr7htrtx09Hrr7236L/hD371V/48eCIUYyE0RUFC4GykyghAS53Rua0Co8AAhDkV9OJMPPd3FMAXtg3zthMhni8wnReQtjZSpSJsCOuc0bDylRSQV+p8bjRkJyA3mIpiMerGtbkFVNujJ4Aj1ZOyRDljJVcDSreHMA9q478VQFlSFyRrROR2hVBlFfWhnR+yGEa3cRht5T12YcQvKXixA7phAbZVQpWwr1/gzqumsNQvnHRdbVvQjhJ+gkGWF25hFMr0/Z0YJ98es/4dTeZEEZOqWBtWWNusMBhWcaGLpO7b+E4lKHuA2tS2rrDABtU2czZEmOoU6E810J9qwJjtP7+FF2yIMN2fLe7+4Ad/7PXv/Mav/PG//a1f/6+f+u2vhTjCZaqVEEoFRuKssENVFCowPu4GLAZuQ14sKnAiCUy4TVfxBXoxwXTOfqSd+j1cEXboReKxD+26FNqH3bmEwYjUgGHAMhP3JrcVCSNBncEx26fHb4YXZXLKxmlrFn0QklMyuKe94KnB7WBMAwCrqIG1RlUNGEZ96AGrvq9IoJX4kER8j5FC2wxz+z7o6/eiahboNRlvv7aHb7phGvMdA1sprPUnoXTuu2zDucM9ufDRUGrRYCdHx+fJny+/bpvbxSKeuzYliucqBFspqgp4/Pganj21gbWNEawViGcg9Y8TId8rqBDrPoNU4jr3Vf3MTXd96M2SSjAeWyyf3sSjT67gK/ct47GnN7C+UW37+ccVsD4CNkau56k7t3jTN33sB3/+xz79qb/32jtvX3S+OzJAUarvS/PTiIybQjTy/WsjDr1LY5zlUdZV69KO25A3BE5OIsrJ4fnoabqoxr6QH7mjwpCA+cBGcGGdJaBy40khpLBePLas+WFyAjT5plohlaltW6JZ7pSBKG1zUlfrYrenS4oYqoaIDDG7uQ2ixi0ihViBWj/vQOBAJE4ON9f2Yd6yDzLTRMnAHVdO4QM3zePQTNMvYsTz/HIUGJjABWAaBC7SiP30E6a6lCndryKSPx/Fc7HOVRHP/QKN5xaoKo3n7jLhzOoIw5FCKw8a/3i15Pv/HBeIIIZ0EZwisNbJ/VKp71TX2IcofmKRCKGqFCdPDvDV+0/hsSfWMNqULd+PrRSbI+DUumJjpLBWaW7/gbd+38/+3K+99/s/erOzDZFJjZuc7ekbxq41fXt6m8N+SyP0eBNnOIBpgCP0YoGJLy4/Cn8HfXg39sshgKlFiga5YmzFQOl9xgXVLCuaBeyRbbgmJ8UZ2PkePt797LWKCLRU5aDYqanB8aDEqlJAhUWsAZRVLYsVwCrU+oVRCdQfrWmxRPsdi6CrpyACXLPYxgduXsS1Sx2oApV1J8nOxQOTDIELBRfwrnB3sjZddkDQCAgVp4EQE7h0LJ2zzc4MhXS+DfAqq2BiiCiq2DSrHhz++SMTOVAG1lFN7Baaba3/jFUGYBs634Ucgwvh5IkNfOVryzi5PIStNPt+ErBWNhTHV4DNSsFFMfP27/zOn//Bf/Jz73WGonERdktMgBr52R2bRtFki3XjwNSKOwFu4gxv4ASH7toXA0znDaTg9s7rRyk/CiAKEzTrYV26LFzbYZvC3iE5K6Wk2IVoKRciv3t3rB8pZ2N902TRoOaFoSCui9oyoEYExrksnE8ZgshG6lmIWoT2m2dQ3DUD22TMdkr8jdfO4/Yr+ijItZTbMFbOL1iXkjnGMY1QIHXhTwyx/IKMC17SuWQLOoCNDcBlnEWyI1Dy68Iit5Fp3QJuGwPDHOajuPelHgAaQjuNj4E/t37wiYoDbeiEt3GGivucarMxEl5sEXUAf+yxFTzy2IqTxHNm8qfRWPHcGcXKhoKIiqN33P6jn/ytf/7DU7PTDcTRApVBbfRAg91oAtfn5gantHiMVXZD+YeUQr3dwXQ+qcwLEtptffExAdMh2MveiJBCqYyhnaF6sYTqWylmptXETnXDqiKFFMham90ULorAoYlCjIo6w7+KISWGahEYKcwiUBWU15ZovWcaWCpQGsJtB3p419EFzLXK2pFUMjCAFEWDwKXXKT3DWM82VtyCVH85AEvyXCO7HG8X972Yhsun0uLT7Px8GMrlKPOddix5RpDH3MqDT8kDzIV8mgFdNfvMgU196Cf+M4oNDJuNi1Bg+dQm7r1vGStnR1uYSawTaU6cVTx3xh0QF6849Dc/+el//Us3venOBe9+9OzERrHpR7EVfgJR088A2WBFny4UTJNi2sWA6SKAdNsOYKo8EwEhN0qX1Yd23vNEiZWoBibUbDFx8miWU6lyLOCqnwSvYUpPmLQYWCjOwBYwLENQxG4ZVSaVAtYPeOwBU+9po3FrG0qKK2baeM/RPbh6bqoGoLhIxQUbRcOxhiAsIs2AgXgemEDzBRYXXMh1NJ1HIcGdEyvKpj9UTeZknuUigLPr8pMhgzkPJieGZMwYhIYIjuw92xT2hc/kgBvYLezOkcLGxHz+3xYYDgUPPHQGzxxb2/FAcHpF8dhxxahStHv9W7//Z3/qN+75xEduSOO8ULhxXiOjKDlNndp8XsH0ojBS6IR1LRNjSrkRkMI6yUK6IoZ2lAsIOUhQ2/sxbU2SSb4qlMykfpaC+gEg4kPCNBRR8oE8fsahMNQaUjFu8j0YLGjfWmDqfS1on9ApGW8+NI/bD8yhYJdfuBwoLTAuCUXLdYlazY6seeK/jQgg2dF/Eij1sG5iIYeTkgNuQdlzIeYfgZHy6yZzrIYxWOi0nfKZAd/lhYj5TsihbAg7c2BoGlcc591llzUDj5sf7tnNP8fTT6/j4YfOYDzCtuLJ2kDx4NOKtU1FUZRLb/tbH/q1j/zkj93pQGQ45UsokvhwbjA5oez8wHShrHTRoV2QvoF5pBypTUDLL/WQGxVZAhT0BcpqjTQRh6V/xDYJpcwOpGmAR7afT5i3FtQ7jRsuShhB7NwVpEbUGohwMT83Nf03C5Q3Gwgpjsz28PYj+7DQadeT9coxBRmg9ACCZxOthTH5IMWtYkKdhbYCZQtj2ezcJrZgoyjb5JW17XKt3VW/ggssTk3BUAHxaptoel/w71OVAM9cmj23Zq+RTxBzuWgmnAQ2kzqbiQCnzw5x3/2nsL5eofJhaK4ybg4V9z+pWF5RGOb2ne/667/4Q7/wj96lGIdRbH4ofxgcGsC0bnYC0wZOcIiqnm8wXTCQcul755yp4e9T1kDkEJSFdGFItGYm9yBxR32bo8cu72tJ+6Ig89chju5NBUSEuW0MrQxEmdmYzk03Hup+wxuu055iqlng7oN7cNPSLEhpyxGeDaHRAkyRLYYau2CHU52BJFtI2wJl8uQVM/FbLOXXqQBlEygKn4f5BRjrP/582xyqct6BxU4HLS78Z0oLPwgpdgJEkf2j3J3eqypBqiT5BzFDNO2NZm0QgRwbDgYV7n9gGWfPjKIQE+pe4fzBpwTHTikUVNx49zf8zI//77/6IcQhoWy2gqnBu4EprzPllrdLDfMuWWwI0ncI61Ke5MDTgFIUGmAogCCK06HQGkgmdJpKxk5h6DtNzq8ONhyOe/7A76QgatPWKaL+6KKmmJ7uzb79LTeXh67YBwIdmenjzVfsx2yzuaUOBAIabRdOaX3W4sWdtjBMdr7t/XNZepuTb0IsW06DTEf0VEvaLeRUJcx1OphqtOJYYhvzG1eoDoqd5sxnc/ZFBHKYO57nSGGYrI1slSl9AlRjxSOPnMGxY2spNA0HBv9+H35K8OhzAhHwVTfe8Hd/9rf/+cdz8QEXAKa8zrSKo7QTmC6UlS4BSAdrQsOkWrf1TXiIUL0FWnNvVnhLWhcdlNLstC1GTAmjf5GdSwz71M+wZgW1rr1mf+9Nd14nZdmcajRw1769uHZuFvC5QPwhFSgaDkSh9eGigHAuIE2eJp9v8v47MBTUsVPZDGGXr+1YcqdK07kXSuK5AFONBua6HZAgq1d5aTzI6pK2ilHJXBSqiX2iMyI7EHilz+0fBT/Wuf75rFUce2oNTzx2FlWFbSXyx48BX3vcKax7D1/50Z///X/z95M0vhOY6jlTqDPlDogApt1scecDJr40Nhrt8gIBTEFwmLCNUX3vU6lNYciblN08hdRzhJgnOW9YGPIucd60YyP1sqyg4hJ6w60HmkeOHBBVurI/jTv27UevaMZwJJwXJdDqulbwc+cwk4xxjlAvKmI6kU+dJ1DPcTsbQrPjtl6x3tokVRgRlr1OlZ37z93kEotTUyiZnZ/Y14NiC4hno8oDMJuk7JkmfaZc5AnChGi2A0bYvymKSO62k8sDPPzQKYw2bVJH/fu2leKZE4ovPiSwopjbs/eDP/+7n/pRRNFhOzAFAWIzDugPezDVwXTpSt4Fub+D63vr3zSAdV9D2g6bZZDEOTFNaokQb1PUMDko2n3IG1IlmVND90oGqpQradxBIUh1650ZnJ65AgpqNo3BdfNLmG91HAtl6DYGaHYJzFnz3TmHHdAWgWSyN2E8VIw2BaOhxWggGA/zthFFo8HoThfozpTexbHz623tA9re5d1oO5F/uFnreTxnWwWRwcJUH6fXN7A2HDnmQDK8hqcRzeyl3vQat6gJBmLJNgzIN4WWNFcjgCnU/6DA6soIDz90GocOz6BsmC1tHc+dBL5QCd54HWPh4IHv+Ln/8zfWf/RbvvuX1I+PJYygaPhWshEAq4Km767tK7DiF+iiJKPrEQCP7OgYPx9z60W1UTgpcWo3JqKclWIzXe07IS9bS9xXJ36zlOZahz4jTYXV2GoR2Ch66jKtW5hxevoA1hs9AMBCu4ujM0vuiCtZMxoBzTZQNHz9Sc7V0UY7t6YqYXPDYmPVnQZnK4yGXprPnNZhYaYFCZiSML+3gcUr2mh3TTwwEFG2y985Gomym01JbnrGOrbMg9hyPJgA2nSrgwYZLG9sOqsUIY5tFqV4EAzbYiallLMd2ZOjP3ofbWrcDXuXxW07s21xNzbGeOiBZVx5eA6tVrHl/T67DHzhfsHtr2XsP3zlR//Bb/+zjb97z/f9uvs2HZjc5aaGgo2iq4IBA30h78qpMESBtqb66AM415iv573VXLB5nrQn7Fre6i0AGvfEc52tpAINwyHDfUQSppCGZ8SdEjLghCHzqoJR0cLJ2YOo2ICZcHV/D5baU26MVraoyiah1UH0tJ2zn24LAwBSCQZrgrWzgvVTFcZj8X2Dfs53HCpG2cTY1Hclfn+iakg49tgAzzw6wPRCiQNHOujONC65o6/VBUabwOYgzJrbqc2jPrWoUTSw1C2xvLaG4dj6fBMRVOrnXATRSKU+BcrdpnEOeDhP++Yme1IOrADCUWXxyAPLuPKqGXQ6jS3jxZ561vWP3X4DcOjqI//TT/6rX177ie/8xG+5z+GHU2EIoIm0i3oTwABuKtEqSixIvZdpFfkU1wthpUtW7TRT7ba5leqXlYiyiTaa+v9ly0bd6o+A1m9M7Lcm0WxP0zxX8hsEr3Zm8dz8FaiI0W+08brZK7HQ6NWcAKpugTVadSfCZI4zaRYVTZLw2orFsUfHeOyvNvHMw2OcPVFhXAWnhfgQxje0eUEA4o7obosVz8rqJhXFubGqOHt8hL/6s9O47/OnsXG22vH9heQ92yopJftZDlU0gHaXtrgidsrlwm0ExkK3j26z4b83RWUl1cH8wSGXvPOcL+6jlO2X5CxD5JsH82gjfI4UCtpK8OhDp7B6dpSc71lN7NFnFJ+/T2EFdPSm6/6Xv/eLP/22YHJNnryhSZt1D3lyJ/V6+8X2xdrzyZWeJ69dbg+qiw2TdSTNpmVRFs0BudnUyw9e85bMKpQAZOM2kaoCIcbJmQM4PTUPVWB/Zw7X9a5ASY2a9aZsAN0+ubFbWwqqE5adiQLqaAAsP1Phqa8N8ezDFdZOVbAVpe0mJewkTrFeHGZChOa5uEEX8j6Q/OBB8aBy5rkRvvzHp/D4V1dhx9jyfnM3xLbOiFgbIjAROj1Co4HoqKj8KTjEt61DiaLf7GJ+agpMJnrsnPlWvDKn6Ty8rop/PvYHOe9CCdK6al2JFNTcEeEgYMeKxx8+hbNnBqkulp0eeEzwlw9ZqIBuuOvOX7jnez94yBlcyc+XLzi5H4KSt+k3uhtRLj7sZoE7135Mz9uAyK0gEp9MFJRtt00paU2zvGOnZrbRlbvd1vOjuOWKhNoQIIKhaWJ5dg8qGDTY4FBnH2bKrnMx+yO9KRTtKYIp3UJKkZFO5DyojQNTEQw3gNVTFoN18UfRlDBL2Kco5nnINijXyDrxqFvbSCPtFp73W8UQyR/Nn3lsHSePbeDK66Yxu6e1Y2Q3OTthcn4dFChaQNsQNtaQfT/nUWLnEgvdPk6vr2NjOJz4qii+X+ikmKC1zxVCOStZECr17yXb3BBQN8HhqUfP4ODhOXT8pgL535fvV8z1FIf3kXnX937vb3/5Tz771gfuf2jdffOlV8lZFSMN4oOb+9BmYCA+TdFgfXNDKXcWHl4wRtrqs9sqgTsZvPA/gPtxo90HocE4Lw+JZy43bDEWYSVrlxCLlVYfz83sRaWMXtHBtZ3D6PNUssQIoWgoOlOuoS6XizWz+eiE5cdaYGXZ4tlHLU48VWGwJqnA66v7AoqMEwCTCo6+8xZak5ORuZtEE3GLX5BBJYsL1BerhwPFA184jQc+fwrDgZ0IqXYIRSc6Z8NRnhjo9oCipG3d5Dkr5aGUKmGmM4Xpdte9Z5t58qymBsFQyA35kLiDpmtVmXA6VJpKDJkxVoPz3Bdu7Vjw5CPLGAzG27rdP/MFizNriv6U6X7iF3/5U43ofrCMuPlzyYoGhw2g8xAvl8QnXQ8vWhvF1vaJ3FsX+5Lgm6xrtlR3H876iWJTi99xOyxMibME3Bw5wonpPTjTmQYB2NtcwGtaV8JoERcPVNGZApot2lqL2SY0UgHGY8HqKYvjj45x5oTFeKRRaQvsIcF1EcM5yoylmZ/QK1UpFyQf7lE8Mivlnb85m1GquXimUVUsPzvAlz5zHM8+tr7FY7el7rVDzhTCqGYHaHfrYNy+w7bulGiXLSxOTaNRlP49UzQVi68p5W0WNZuRpgNV2mk9tXbkXbfqXSpho+eqUhx7/My2To3hkPD//JnFqFLs39O65u//5r/58dQQWGQbOIRdUSq/8d3Yj5Lb3LKbet6Ld67w7nnLkeo2oUnZu4yXk9wpyXcqkgaVaH3EFgXwWL+PqQpGpsCx6T3YMCVKNjjUuBKLZrF2hCoaQGfaFVZ3chrUiqwWWD1V4cRjFc6eEIxHPsQQzUy2FBk1smi+CQRS3hdZxTcmSi1886Fs2HdVkdmd6q3ycdSvptYTWwke+avTePC/LWM8kot2Wqg4mXxq2m1SZivE1ojYIrGNCdZWAMFgttPHVKPjcySk/iZF6rtSxKlKkrWoI3juNAEmFoCj6EDxPLgm1tdG2Fgduvc64SVcPqX4L5+1UADX37B4z7d8/IdurudLbBwrjfypS25D8HbWELh1N/UXhZFyEOU9SHUmShahMB5Xsoxbs521Q33CuRN8LqSVN7UqVptdPNdbgCXClOniSHk1ujSV/GMgdHpAq0M+fNj5CB2Ya2PV4sQTY6ycVFRjxN0ic2bQvF1As+Q428c4HB2RhWexboTcIZ0UKkwAKOYToRskSsbpewqLcPnYBr7y/z2HleVBDLFSqJXcCOf6/KqKTk/R6pJzLZxT1UthY6fRxnynD0OchWhZ2BlAIqk1LbyfJIyo8+LZxP7RKTHB1lBguFlNODwSQz30BHD/4wJm0N3v+6Zf75SdUjE2wNi4sQcpxKureGMf4tVZaTK820nB40sD0XiiD2nC6Z31IfnmPkr7wpLvVdGaP05jD7PWknGB4kR7BmfarsA6zws4yFeBpIgsZApFf8Zt+yhepg7nIbywtdCH0pwBnwNEAIRwJVvoOSDCdjCa7ZFMWTEyD/FyEIUJSLGfRzMZXJPLPSbs8XZKwEZKxjcHFe793Ek89dBKnJUQ+53O9/P7XKjRBPozjmUl8x5u6bidaCQ0VGKuP4tuox2L3dC60z18pxE8yBVK8qE8RWe4guOBw/oDamAzU5a191N7j5XiM38h2BwpDh/g9of/yW/9Y7+FmlfwCk4hniW3a0pFgr4P8bZnpUlD62R4d9FAsrEfKeVHKaRrUL2FIji/hSVafQT5KoxHXIgPBVKeVLHBc90FDIomDAz281WYw95aKNLqAt0ex0ay7Vq5JxvpwlGx0WTM7CnQ7Nab1VKYQf7ISF5hCvURv42YB1QWpSZWiUZbyj4jZc7BOJwlqnzRraFJ7he/TxRiq31QC12r95P3n8F9f/4chpv2gj9/zhBEQHfauT12NL1OnrxXsdvsYrY7A0MmznpAlpu67W68IyV7XbW61dVfSfwcEI6G2f5sD8aU3iEOH+Jl5xZYWwP+6AsCUeAb3th/+/V3f9N+F+JVfvffwu+Q4oSHnJXyXrudWOl5Y6QqA1EK7XIQ5e5vk7GSoYlNPxNost3ExccFIoIBN/BsZx4jMFrcxgF9DZq2G5UiMkB/1h1Nt+YAE6qcBapRPf6PzWwEdGYM+osGxmCyuzYzYSa20bQtbBQRQtglGXsEYGaqdwKP5jmS762ixI7BbxhVifCY+F9yVZ05tYm/+tOnsXZ2eE5VctfcSR2QpqbdYMxaG/x2p6xOV3CB2alZdMp2EhEkHaB0wvWdiwvOfkSx2OtCOxfeMRNmFqbRn+1tVRmF4nlowfjivYpnTwimukTf/LEf+IWGz5GcildxLjzkrJQ7xHerK10ykJLWDogHURIYmhNt5gUphBOghB09W5+UphUk0XBaxdV6tuziZGsWCkKPZrBUXQWyZfziWh1Cb9r14mg2Qiov2FVjwerpIY4/voqn7juDpx84gye/dhrHHjqLleXN5IT2P7BpMKYWDIoGIY6C8HWgKITEMCvVSPLhLBLyGJ8oJ0by04aikyNNK42hox+bFdtMsqbFkIynaTCZUdTjbLgh+OqfPYPlY2tbipc7yeE7ucuLktGbIZRlPXSaPE32D4kFpto9zHWn0Wl2UJjSH1z8QBcJ7TL1/iXEHImiGloWDUzP9rBn/160O51tXy+/LjBkNVb8v59zAeT1R7uv7S/OlwlEhhMrhYGmjpXyjoZ8rZ/L6VDsngPV48B8y8E0hsv6YkcnExkA+MmqfntfVliOmaYftUWxNmTd2pCUi5wop7FZNEAApu1e9DDngAc3c7M3Q24YiI+7Q31SslHAm6sV1k5t+njeF1PBULUYDSxObaxjZXkTCwf7KEpOtU0idOcM1k9ajEaaFVkpzoeI9TBN7bxBpUI23D9+l5J5BWu1IgcQQirQUvDqxcvhevZOeEo7GyIbo+7BbEXx4JeO48qjC1i6sldrS6l76s7l5HP37PYJRQmsriDW0nKz7uRI5uhUoRLtRolOw9UFK1vBji1GUsFWFaxPEtWb7dgYmIJhuEBZGjSbLbDhGA5L/J01KrqomTjrrtxHngCOLyv2zhN/9Kd/6p5/9P2f+NQIYIKN8+hddmb9LiqVryttUoVFKrCmrps2FWgv2LQ6CaI8TnQgaiJt4TIDYD3sVxdjzywm8Yxk3QAtkUyBEr8Y3WGxAuNEcxZjIjAMZscH0NS2+9IBNFrA9Gwqrm63wZYdK9ZODTAepqmgUSWMUju5CaLrYxx76DQWD02jbJraD9KZKzB+buyTYP/jaZpLHiVtSWbNKJMH0UBz80QI5YJGHkBEcZSxRpsD1UK+6HYPTEYaN0OJeZN/T8E18th9xzHcrLD/NbNxfUm2wZjkCuo2CzIf/l82gek5xcopYDyedITs3qbh1jWj4AaKJtA41x4BmdHEVrrr+9rWTJzZQz77RYv3v6PA1Te85tsV5tPAiLMRv6RostubyQFJMCaKdaUBNTClwRl+yaFdrliE2NElZ5aAXhbaWQ45ksYRXMKuMDZigDkuhFBLyhKRAZV4tlzAGIwSLcyPDqG0fhCJAp0eoT9DPn7e6oUTq9g4O8aZZzdc30/WvUkhXKDcUOnWczWyOPHYGT8rIG/kU7T7wSumXvzwapNM7BoYWw2Q7EsTHUpJwk15EeVA8ROQojOilqhRpiCGHCob5Rx7ipKoQUo49ugpPHH/iW2dEJOm18lTLkgEIaI/54q4sRnSJ/lSbT+y2RVz03nogK12uf/WwvlkHWsi1Nxujp8///K9ivWBYrbfPPQ9P/K3r21sUfAsKUY10WGnVOaC2yhyNsrjwZEP5yzGJCg8E+U1pJAjWT+muPJ7yI4JMKQgFgnbpYScyJ1WuYUzhetxatkepsZ7XdgGN3Rkeo5QlsGjtXXLR7GKjTNDjEeSXAchdJJ6FT1a+zXlHaOhxcknV7FwRb/WV8cFwzQU1TANUhHReESNMrcfFJk6P6k+6RUJNBLtUJkXL+Q8fkcOpwZOdgrnbJf5E8NAEiTja7BZAcDxJ1agChx4zWKNOc5nwzKZ2A0GwP/f3rfFypKd5X3/v1Z1dffevffZ+9xmzHg8DPFgBkRmxkbKJEQRwkoMeYiswINRQiREJF4i5QFBUED4IeExSCGRk9iBh1wQCkRRHAfL4YUAdpzoWMYG2xkyNp4cz9hnnzmXfevuqlrrz8Naq2pVdVV19T57z4XskrZ2d3V1V62q9a3//v2YTAlaCx7cEx+cbfRHegttxgAvfV3w/HsI3/3iC39JYL/iVTpf3mPZLZMTr+bF6t2SNCYyx32a+eHHuXdxWYUeCqKQMlFgSRYFMW6KwT0vHg07EAXbCN4+0gQY382cFGBUyTdnitKF+4BmOGKXjDnJ9zHJnIPBwjkUgipnDOqtlbx0KTKD+cOsFtOJPWpVQmyVblJN3kpSnDxcYLqbIvWJkWFSJWNCvog9arHdVKlXoS+T65phQdZ1w+BwjEcI29DAuVLZQv1V7HiIu03GRYASS7jQO4q8jeYLuILkCvbEwStH0Frj+jv3asBp/u/v/FepUKyAvauMwweC5SlqMGqrb9qkK3t7m5ruSrG+urHxFHjtdcFzAK5cvfk+QP2aA9CSBAkD2vrifArKqkXuG9s/gQIHNMK2hPnfZSd12kgxiIJ9VHgvHeMJyZF7sUi+F9Kp74fEJaCkZh8VrgWmJysJ9sMBX8GcNBiE6ekNJMW2W9wJmO0xJls+um2CM6GummcnBZanhY+/GB+PsXVAidQ4AsKEF2sr+8ffxfuvHePm02ltBVaaMd3zlJUctWflUOtLJX1y7wQa8LmUFMDWlyQ4OuAitzCZQZEbmNwizwzyrECRmaokQ6y/R9VgyyAwBK997T7SaYrZ3rTzemztelaskxqzBuACuIsR8PCelAtce+EgOsfdXa7fJ+GiWtGWgkuIYDojzPaA2990q890e/t7BYZHEM6RUJS25tukOfXO3UFnJ2Fg8109lHpojjlpaMlwjS2OfJtLQ4IpC469527kJZD2XSiUcv1jl8qh35ILuFoYC9zBPjIQlGhMjh8DFyMYCHQC7F13niKxtGIGB7f04jiHyW0Vf5Gg6tRbY5betJg/QGISSSpHX+QWp4dLjLfT+gPyPZhs2Bf1lakmctjfXsZA0fcRBWRr1hQBrBS42a2r1RgXnxmeIZsXWC5zLE8zZKc5lvOsKmOIahi+8Sd38O4X3uXbe9avN7yWrhaXDckRttEY2L9JmB8LTk8EplhTy97mVehtcjukULhyfihF2L7iMv6tETw8Ah4eC67MePYjf/dDT/3WR3/9/zj1jqOODqDKe2dW7KQJ3iuxw6FZgq7XSaO6o6GgiqYYBEy9J65gYBK1cAlqnSUpmzGTo5o1Brko3JE9GAKUSZAe34QYDUsuR253H94rJ633zxrB8rSAzatUGkQ0ugInJ5kUVOKCeaGhFzO7nGAisHK+FmZeWaGNkZYVWiLna9vzbK609RW8CZx1Ksz6+eO+OxqnGI1TbMdfEMH8OMP8eIH50QKnR3PkS4tsaXH0YI6t3ckgibnJ+KfbhMk2kC+B02PCco4aP4ZI25KIshM9ETAMSasyz7VKFWzNCFtXXCGjNYGyALh/JNidER7/jj/3GJC8DGQU8YuQs3cmVBWqVrl3Fa/DAInUJo0CiI5wRM7R8JQXeQUJrpDgkJzjKWZWNd4rwlyqc2XvFuGFJLhjrwAk4OUEo+MbvsZeMNsnbM2q3LRV1cIF2vK58Z9XjRI5UWDlwKE0gRQNXcoQxTxbIxPSqXJE/Astx6+u6M3u5VGLmo7p0XVN7RKtPr50miKdjnDlxq6/dwXmx0tMtsad9/c8xq8Tws4eYHcFeUaYnwgWc6mnT9Uew7oeum1XWm1KAdMZsDUjTyddMYKEk2W5+zmdqKSi0mYvEBxNaT1T5yqARaSRVQ6HQTZSd336u1HgQRQ/ukfOxB0zsIRzJVqfY8cELLyDgb3fPtM73/9TP3DH7kEgUIsZ1NFV55VTgr0bhGSEehPjBgyKzMAsXdyJmaASLoFTFcG5tSVkJNS7bzd6tzYf0JoH2g7D/t+TyO1lPStQyFxY10R502bmzR9s/h6zwnRnWhbNvRHjTxJBssfY2QOyhSBbAsulIJtXTqPVyuS6hGqTxCDBZEKupmoaIkM+aNsy/sIzGLFWo4oKytbo4wSmXONihwNwfDb3dyyNDnBAc8zJNRYLgdiZdy7MfP5LUtpEPoPBZzQQFQArWLX3/p/5G/T4sx+CAHx6BXS06xzmE2D/uuOTE1tfoWNVwmYWJgdIM0aaQYrLW2w7rNy1E6+xp12CSKcE6V8n23/P1iaI1P6v/n5dlVr/+Vt7/DpxoYzpNnkJ6f7yzPWWdbwUUiPmD62BWTmbWSdAmhJGY6fKVUHu/vHnuQNuokYjgaURmPKSX63pcCgozt4JgdkjHFGv1y6odU1pVGUzfDeAAxhfmuukUQhkLdh1oUi8vWS8+9v6HrKad//qP/gQ33zmR0ECebgHnGzDwGUozPYoivW0rIAiKAoDBoEnqiTYD1nCtcyGZupI6SjomHhNH7P/3bKBoAXQIGipr7jrRUbt96QqCBxidK/AiKoxN+Nob8fxswJGyjkrquvhbglIjdihHT7+iT/H0enJCUo+eqbzin3pdZkMzj6alAVP1mc0CKZepxxRaLTsgBPc3i6j4eoPffgneP+dH4QA9v5V4HQKYuDqDcJoUjkU2lUF97lzClBVAxSpHtKYePUVsu3B96S2rNXVH70MMv6/XlVq2Cx0Of6zjn93x2Xkf/ULX75dv6ZYvQveul0ENsWmC/wAB/QlfAlNQpQBLELvBfB/vZNhP0qhMARsEXBCTrXTJFiwuyhnG135a7/442r/yQ8CQHGwD5mPkaTA9ceobJHSZ9yK9ZndJqoVKIM4iNIFhjl31jIQt6zQtYl3AVuvcb8y0y7Hf5bxMwOzbRKI2N/7r7/zmqvaLs51HJ1AOsABHeGI5rhP9fy6ByS4SoJjEuQ+tw4A5t71zQxY7P7lv/eDydWnf0wsJL+7RzKfYGsG7F3zCad2fXgB5I3iygKsorJDthbVQ2KOBYr2tYY71lsZG1kl64lRV6/fXo7/Ucd/bd+9W2bLV4/uHRpCgfNeHfTmK4jxttC2SzdwnjoGcv8aPP72Fx9L3vHC3xcB8td3yRxPsHcN2N4NtExnHMTaJXVzc3vz44dE2+mM578c/0WM/+Y1ZzUd3jv8ykVJVt10e9dr098L4D4KLMngKrmOE7uBn8GrdRME28jHj2j6/N/6ORBPzfEYxdEU1x8npGNUrkk544pFviisqgNYTb7r6xZR0vx0rdhUEeWXn/eQ5q99kM3zX47/zRj/YzcZIsDr37rzJacLkhDYf4kjeag8GeFDAI4bhDGWUI8Ucu3aCCN1l1oXglCrFbFJKZmco0GzYF72it39vh9/Xo22X4BlMQ926ea3BTKSs6gia278IA18M9L52uWs1L1Q1JlhqG6ywfVejv9Cxv/Uk04ivXTrC1907bPLeJScu0RqbnEvJOdoyHweEhMw89IobCkABcBQ8sT7/o6IYExbtPuYLvPi3LAoaunS8iDWeJGiFNGB9/kRVY0zrcDNrOQ4K/py/G/0+K9eBXZ2CHlW3PuP/+JjX3F7WbJKKnkJFfqeqJIcgDHyJRIuRSh0qjiTjVRgToynxTVl2oPgkFykN8h963PqiNLH3rNNo9n7REQSs0VGBpVO1m9U7J3dtD/Q2hW54SdauwKuO37NgozL8b/Z4/+u71QQAPe/defTRSGGvGrnVLolCOyBk4JK1Q5gJP71bdTr7jYGkrOPgi+9SlQNat0WuVykJZy6l2P8HR94XkRYS2rFENUzsdbHFQa5nTZWVeJMsWaSZtjXdfb+pM7V399wnl2O/0LHrxh47nuViIA+/98/8wlvH1kgj8AUpNLCpz5PvXR6HcBWeSUT7EnV4a8FSH2lE11ltgQlBCUuWXVZ+evHe98GEGA0u9LkRtlAa91I353vT6tcGz9sXXGxJl2/uzvFalylcYLGBVyO/80d//PPMSZT0Pzk9OXf+OV/+gWUpAPKB184EIXVpJG7tEQUUtHINq9HamuPXr/PWhxHw7Gv2WBxsaOEgCWIlAsqeR6F9Tein8Ri/Yq4Ln/5LCtsz/jXkm6sDTFejv8NGn86Af7i92sRAf3Rpz/zq95TZwlkM0CoBBFFdhKEcCKEmcQBW0eAcqv05Hkv97DMBkdD1BTEBTmngjvClZezOFEJSHFyDyAI55lYZ6n1CeJ1LDabRrLX3vh1K2zjgpsrXqD6smi/npUV8nL8b9r4P/BDCpMJ6OTw4ed/9ef/8e866VOqdRYwEcWVWHIOhZqjoen6fqSArMuxm7WodhQNn4Ugkn3rc384vv4sROVifI/RR0nVanUSRb9V9jTtTaocPlEeNbXson/vcvzDxv8D72e8+xmGNeb4P//KR34JnpaSQJagLIE8qGArlvd5aR8xDsXZR7ehcaXTYxe7zwdnNhCSltsRDDVHoXPy5U+8Mn7Pj/yR1en3UHJqMd/ijcIGa51A/e7Y9c2T+923bZwQdZV9U3fwhmGTy/E/0viZgPf/dYXnnlewYotbn/zUP/rMJz71qpdGBsht5tueAWlkL1kvmbQAZsU+Co6GrmDsICBppJLVzEsdLTBL7zbMPR+QssU3PvvP9bv+ykcwPibJNZCl3Q+yZYW0vapB3J8orEgleevGxne7qkGVqrEyUevnr/WAbX3uayby5fjPbfxaAx/4oMZ3Pcuw1i4++/GP/8J/+ie//FkC+Zw2sd7J4BvMGE+ebKRS606EMBGOsh2cfXQOqt2qs+HQD4+9m7CwFRObsif/819+bnv3qY+pK0/+JGb3RU5mZE+2ovtInZwYKz1PH9Ed6qpRURmzjYnX/H4biw71lHJvfj2X47+I8V+9Afzw39S4cYNRmOL407/x73/uU//qX3+BAE8tSQaAyXzBHJB41S5IoswS0ppax7grQa1rOho2AtIEe9Lt/h5Z52WYewCNPfWisQW0Of5vv/Cx2Qd+aaJ2nvgxzI7A6QL2ZAq7SCCieuJzqyw7q4+FGhWe1f91K+CK6jJAU5EezWKVxGMNP9va+OTl+DcZ/3hCeO5FhRdeVJImoOV8/srv/tpHP/zp3/ytlwkoABUyrG3uMwcAKqWR+z/xUsl56wjFilo3w0z6eL9XgPQsnpU+Fzgh8fEjAJj7YBZZQNtQrwgsLKDl6JM/85HJ9/3U59OnXvxZSnGN0wcld7bNE0iuIIX7g9GQXMEY7l2R1rLeeD6EagVuRsZXf8/2dAFfYQUKq3mnu3aVQyG0vxzi3l23Il+On7B7DXj8Sca3P8N417tZtHL0VHdv3/7t//APf/pX7t5+7YSgDDy9FblaAwMvnRyYRpHjwUkjBllGIgxTeuu61Lqm63utajfCtrgUobEwliJIfI2dkpCz5ERS5nuuERO0IWgWCJ/+r4/+j+X//i9/e/Lnf/QHeffJv6CmO+8RlVyjdAEah0RkcRxDvgUmrIIYhhhHzGoNAYWGGOVuSaHdPqNKPrrqRje7FKxyHGzSjaHdXdzMUJHGkt19/MrEbdgkTU6H5g+0T7Q/m+NPp8D2HmNnH9i/wdi7TrjxBMt47JjVFAMCWxx+6+5nv/jJj//6H/y7f/NlQIwHUQQgG6t0xneI8v3uRwJAGEtLmAjhUBRmonEgFQVXpdZ1ORoAQDs3dlt2wy0AT0NjIkV5K173UkmLY/AHE4rQE4KB1AJkciw5wYgAIXP46snx7/2z3xbI7wBGpTeeucaPf89TvPP4O9XW/jt4NL0ho+l1Go33SSczsAElBoIM5HtdhKauMegQiC8KhlgF+PaNAYjuvXI+GuP7Sxn2n6myE5wtuJsDwa/mVOP4jUqbV1Sj+vFNidDkXAjEHSVQ1rIMtZwvUoVWnAVrA6JrOCAuYPycAOlUoCeE0ZQdC9CMMdkmTGauUcJsnzBKyBXmhH6Prvaasvnpq4vX737x7tf+5A9v/ea//czBy18/8uWfpeTxICoAa3KgoBJAxjpVz1hgJITMMrYsYSmMQ2Fs1aTRULVuA2fDbShcE4tMGBMrOCKCFkZmrOMGE4I2LnkVRNAmhyUNzQQDQUEEDYGW5Z2X7uLOSw8E9EV3flKOyBxajbdHav/Jfb3zjj1sX72iJtu7nG7NMJ7OOBnPeJRu2yTdglZbSidbliShxDquIrjucuQDeSXoIiB6kuxVtSNIwbLNogejJYh1Ql8sw1pyr32/2aqnWjjWKQzla09aSTZ0ohOQZdexMviPJLIxUO/v1AyAbvp5W2ZbPbm6J7NAua5Wwl4BYQDKdYmHJpB2jKbkmYF45OgD1AhQqWt4oFNCMgb02NWjjcaA1o7f1AOjBhaOQGPy7N5yfvyaOX742vzuwdfv/elLX33lD37/5Tsvf+XQubPFOFeKikCkTSyJcoghjIw/1v+lkUo3tcFTV9lGw6RRswSjE0guALWHDMcUXOCMkQgSsdDi7q7ybsPCeKlmCRMjyIhAKFBAQ8OByYhznZP/DlnXJpgUQIpA1i5OcvvqHy+yV7/0TffMrSobB5Q9IFFOI55uJXrnsS21vT+lye6EJttTnkwnlE4mPBpNocdjJMmER8kEKhmz5jGUnojSKTgZk1YTgBNhQ6z8FKSgu0cGL3GNkYao+jwGZsl+S6grWI3vV8dWdgcJwQpHRPNctn1x3e08p7k/Rzg/iT8PRdx+sQMi0B+yXzjYB8nJk/ord3uJCcLsQMX16wcxwu4w8QMYagBo2RcfJwQYY+a2WB4WxfIBLRaHkp88KE5O7ueHd+/O7965e/KNrx/c/ePPHRwffHPh0njI8wWxDf+dRHGxIV/qF0kj9+fUuTqIHGF+7iXTyBJOhDGzCnMbZzL0SaM2+6gTSNdxXUJxX2wnGSyJcFhKJQtNQSo5/XNBglMijD2YVFGgQIJEgMKDiQRgI5CEwKaSSEYBWgFcEMSzswZuZuP7LTHFPh57errMTr96DHzND854F30JNlvPNwl5VYbCa6WYeLaX0tbOmMc7I57MUhpPU0nHKaXTlHSaktYj0UlCKhmR0iPROrxOhNWIlB4R6wSsRmAeiWJNxJpYayKlDUERKS3MmhQrCCXEioVZi4giDl41G3nYxPN/EkRMtT8i63eArkj8axx1/rvBTqKWGBK4haO7LNyzhgW5ALmYLBdIbsUUDJMbaxawRQYxS2vzJdliySZbIFvMOV/OJVueIjuZy/zkVI7vHxcP7pwsD75xNH/tlePs+LionkdYCozUn5GRCkTkZXqZjSAOQOS7OJHvzS7GxYyszUrg1EHErne7JRjLGNvYwdAnjc4UR6p77io7CTiAxUwsMmIvlQipdeyUyjrOhpFxd2Ph8/CMEAg5ciRVFoQViPIT3gOIFIELQJTjHBPPjafKdKiK2p0bmkusH/kWN1XtsdNRamLYSEn3DMAYiHlwd4kHdw9btCCXIF/t7qqA6wntS2/YXylFGG1pJEpxMmUkI4ZSLDpRSo9YOGVorcCamInA2veKUQTtZIewqp2DaslrFhBlrS0ENreO/yy3KGDJ5tYsF5aK3Jj8tKDFaYE8M2Z+1FHP3FZR2txHZcJnXf0hqe8Lx5VgaYCJLHlQOeljvNwOAIIln63gzArYvCIRMc4z1wYiZxcxllZhaoODIcSN2qRRn5NhBUgfxoelSRAZq3dOwXDeO4tDVLZSaoEMQALBkgA2hASuvGLK4vtN5MgkAYs40Fggs/618T1mFSCFo7wPvHh51BU9EFnGzCnsk2YlFO5L5R+iKFNT4ABlvbLvzToHKmkQFTRumukAhm5GCvsyYTo3aywwP8owF7K+/qvrzBe9STXZNwRR0XhPjePbXhup+BJChaqJ6oSq95U0cgkAbuEuykyFCkDWwgdcydtQhNQ4dW4UXN2RXXQoCWbWgSiN0oHapVFQ69pK1DttpEq9u4URnvZfdFLJ3fRDEUwssIBFCiADQTtnCZRvwTVXhAkEuSKQFGAjKFQCrVxKqyoAo5woCW0ylaeQJUYJKBWsDmqZ1P7akjLRpf1Bh67JYcUrGsOnjknSPGcAXds0V9SNI6H1mWdDjruIbR13QdvnplE62yaZmoZ5TYVDXRKVi1oTVDaUOHgwlWpeXr6Hd92Qt5+0cXZQaisQGePiRUvLmNTsIo1UNCYSyiU2lUaDvXYOpaHs/K4A12CRicLUVx2dEDC1jKwQpMqp1mMBMgFybxg6XnAC2QKFFUgBkErABiiUA4IwkJOnyA9srdQ+ScsuPlQBJX6IOlopOU6y9fupsebHE0FRfXXtAtOKfBkABjUQUEFKnD+whpN+GOkGFq1R75q/EX+HpANcDTCFitbC8yuwBYzkZb5cDKB4n/UOBeX/O5vIORcqECXYtcEuilW62MwZIo06gRTspIDKI9yiylYCCoyRADbHISvsWDeFFhwkUyg9d1LJKEImAhbCiDygrDOPC1s4HuYgdThxq30EIPEoyCPg6LJ/p/uvo5bIuQ8UL8jdfN2mglD/KuxrQHpBQD0TvU+62MH201q9sBOcRs5HQq1X8VYnlpF2wMU2UPjvnlV9XxHRZZEAuRCUzUB+YVaWPKAqAFlxNlERSaGJJWQWGHkpRJYwkX4QvSRBGxviqesEUpudFNtK1XaAAtdXwBTUPIIRgbCFVi48OGYnmRYs0JbKjn7aCApFUABOGdDkgGXY2TSagjhJahLI+sejQM4bSJ7EohySKx0Wv1DlUePcBJVd1abC9UkiC6kBLIk5bc6g1tFGoOqxtM4Ev81UvD4bKUfIdFkFTtvrvAQZ1dS7CkRZzVZC5MVzfap9zrkPrBZe3TNSSaFMCKl1WQtjCY6FLhAFu2hTla4GpLbshlgqBVvJtf/rAlNuCTsCHMERoyhhZCKu2Zj3Bohv+ZL5jucpuZSOgoHUu7gtObXOeCmUEGCpaEw2WbFTuCXFKfPOCAbB59mu2DZJ3+RrA0e0r+jx0CUDVMGLANVF20h5p+SiTvCwOE0FEYCcml0BJkNwNFApkfIaQQmVHYCpBBKV7nLl03yCFKpUOcahEArvWBhLG4i67KJYGvWpxNSmi7e1vgxc4MB7S+LIAnMqcJ0sFmSwJIuMDCZsMWfHgbdFgqVv2pwxMAl9OhlI2PE+iG+dOYaUHf/Cqh8alzVVKEtnn3AkLTZPtG+E1fPE4Ow+p7Sqg32u8FGXhHkDgcQtkyMbBDRqfDdbAU/4rdX91aR0tFgRYBAkEdWAxELIote5JZ8U4Lxx7nUAEEHXpJBCKsE7NxREQ2yjDVOEKhXvCLdoVTItAVzz7+eWkYvFDnlAiQPUyLrAqmHXBJFLCRSSeQh54BbnakJlEIyIkPqJuFizaidUf5C25T1FD9VSfU3JGxM5rU3wvEVIVSDnNcBofjffOO40DIh9oBgikWgQ4GjFXoqPC+Cglu+z1GNLHCUFxi7xIIHgnQ8SvHe+GG/u64mm1uV/nghh6YvzVqUQkOIsIBrmwOnwEHVJJed8qEum4NFrSidBThGgPPPQjidRcVKq6iA9ibpJWy+14AO74friGFLfhBt1gKnXzqB2KZOcIQi7iVSxb4K7+yxSat1nTVDl0v4dbpFOWSSJwj4lwELIVxrAU8A58ARJFMCj/V/iAZR0SiHnhf5q6Z0bAqIhXs5BEqnpxXPbSwCeaRx5AAASA4owJwVYwT4ZnLJgWbYWFIgVbEf9lhQCuCoDiEtSSipX/FiqOJUqVjNkJfsBtPoQmxOYWye1k5KjHkdCFxB4IFj4TQYYy6Md1yapVrjgWtPP60HzULQeaINJXIOGABx4PoWpBw+8LTUTRiKEQwEKMLY8gIIt5Kpcm1LoPEHUKsO7pFIsmbqkk1Mkjst+SgFQABCklDvHDrnOf3kEqoIqqbMTdZc2HRKp/pn7fFJPlYGS1e+sfq/9t+Nt3Dup+797HsA4b1CxnNfxlcSIt4X0H6Nkdf+8sU9JCGsEyVO9Tnwqb136uH2VBAoA6pJC5wWiTldVH5jaVL0uQFUq35KAJxCDyjlts7KBGXAV1seKqq6Acbv2+PUu2j5ve3928EzOATzt5x2yCcyFS6R2EPTGqzYE1LwHUCqasLrx+iHqIArASSTUxAWC+yB9HHVWG4DapdB5gmgQkDaRTusAVTmN24EVg6sOqApk9evMO0gs28YU79/FMPD1f/YogHkjgHLxIFMd3jwt3fsedoAnvF4FjXtfAce9r8DjbJTzAdBZQNQJpC5A9UmndkABMaj6gQXE4CqnZwSyNrC1g+pq4/i8Byj5mntQ0HBwdB27i/M6x8WCR/dMoIcbHd8Opjo3IpfvX699FkDTB5wh4FkHoPMC0VogDZVOTUA1QRVLKgCtwKpANW+8j4H0RASOReu1twFvHQiHgetqx+/lZwaBPMJ3LxZQyUaTiVeOf733t2KgxGCpPnegcWDpBk4MHgCPBKBHAdEgIG0KqDZQdQPLSawmuLpA1gW21c+bYHqiBQCLwWNfB85HAe3bbWuCoFXhawBjFSRhWwVLDJiwrQIHaEqeJnjeKABtDKQ+QPWBaiiwVgFWgaw0XVvANgR4mwJxGDj7gdoOrAW9PcEz7plot1f26B4gNUHSBpY20DQlThtwusBzkQA6M5CGgGodsLrANQRo7YBrB95QAD4qMC8CuG+1rQsAfds6ut8KKBVY2gDTBZo+4HSB57wBdC5A2gRYQ8C1CdA2Ad1mYFwPzPMC6p+FrQ6GeLvVurevD2sfYNaBpg84FwWeCwPSo4BsU6A9CvDOG5DnD+C3xrZu0g/dhvDCDQHKWwU0byqQzhNw5wW+iwTleW/nBfKhk/q8tk3reoYA5c0EzNsGSG8kCC8akJfb5uB4K4Lk/zsgvRUB+nYA9CYTfLPJ9fYCw+V2uV1ul9vldrldbpfb5Xa5XW6X2+V2Ptv/A3b0hxRQycOjAAAAAElFTkSuQmCC',// 使用链接// icon:'image://https://img2.baidu.com/it/u=1246473989,3267625385&fm=253&fmt=auto&app=138&f=JPEG?w=500&h=500',itemStyle: {borderColor: '#000',borderWidth: 2}},pointer: {itemStyle: {color: gradientColor //指定类型// 不指定类型则渐变色默认的不是从指针头到尾的渐变效果,下面是不指定// color: {// colorStops: [{// offset: 0,// color: 'red'// },{// offset: 0.5,// color: 'yellow'// }, {// offset: 1,// color: 'blue'// }]// }}},title: {offsetCenter: [0, '-50%']},data: [{value: 58.46,name: 'PLP'}]}]
};
myChart.setOption({series: [{type: 'gauge',data: [{value: +(Math.random() * 100).toFixed(2),name: 'PLP'}]}]
});option && myChart.setOption(option);
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