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wuhan
crsf-ptvue
Commits
6ce3e129
Commit
6ce3e129
authored
Sep 17, 2021
by
duhailiang
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Plain Diff
全线设备监测站点位置及图标修改
parent
d8b1c2bd
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42 additions
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-33
index.vue
src/pages/routes/eq/eqm/index.vue
+42
-33
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src/pages/routes/eq/eqm/index.vue
View file @
6ce3e129
...
...
@@ -281,44 +281,51 @@ export default {
},
//线路系统显示模式
initLineOne
()
{
let
pointUrl
=
'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGMAAABrCAYAAABjaDz4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAACGASURBVHhe3d1p8CxVecfx+8JEo9EQqkJVyhcYCwwkqKCyCGH3ciEgi4CiuACyiKCIkYBKMKgElKgRNXGJllbcIho0hqgxMVpGVLhCABEXFIGrgiIx4kKA0JnPufc3nnvoWXr+/4vXdNVT3TPT033O73ue5fRMz6zoNtLl7rvv7n70ox91N950U3f55Zd3X7z00m71l67obrjhxvLct66/vrv6y9eU5z//hS8U+9znLukuW/2l7uqrv9x9/Rvf6L77vZu7W2+9tfvxj3/c3XHHHeWYG/OyUcAg0m23/VcR+or/vLKISnii//RnP+vuueeesf3kJz8p+zKwPLbPz3/+87L23Pd/8INuzXe+213/7Ru6a7/6tQLTMf/905/p/u1Tn+o++cl//QW4EVBgncsxHe/OO+8s57qvl/scRkb8N667rghPIKIQjhC18EbzD3/4wyKU/Qn71a99vZjta6+9trvmmmuKJxQbCXvNV64tr/EM7yE0yGvWrCmAeIttzzuO92sHz9KWj33s491FF32ku/DCDxXz2PM80L7XffNb3S23fL/0AXz9WS5wGxSGESZEEEaHP/vZ/+guvXR1Ed7z6Qizr5FJLOLpNDGta/Oc490LyghCATMCAsxVV11dznnFFVcUz2CrV19WRO0zr7UGkDbHm4D5x49e3H3oQxd17//7C7t3v+d93bve9e6y9rx97M/r9HHosmwwiGm0EEyI0SCdIR6R77zrrvWEt68RZrQSvzWdMXpZCyIwCoiRFRA9MK688qoxkEAhMvHrPJMQljAW8WOf+MTHC4iLL/5YWXvsefvZ9jwvAuaCC97YvfZ1r+/e9KY3r1Nm/mUhGMQUPgiV0aNDBCJwkiWzDUaE77Ob1nynhCIWGAERGC2IWV4xBlF5R0Z8YGiztrM+GIEQI/qHP/zR4hkJY7zirW97exH/b978tvKYOebQZSYMI1pCNFJ1QoN1gigETtwEyPYk4YWf2urXWhCtVwAxb3hiQNRe0YaoFkQLo/WK5BBr4QiQhKn3vu/Csv32d7yrO/fc87oTTnhet3LlqgJv6LIeDIIqBXVabNcwDdVhoonz4Bjtt99++9zC91n2jVdMAzGXR4yMR7ThaZJHtF6hrwECQkS3Jqw1GLwiMISkF77wtO6ww57cbbvt9t1mm/1ud//7P6B7wAMeWLxl6LJCZzXAwZ3k819YXUQR0xNuavFvvvmWXnGH2BAQLYxpoakPxKQ8ERABQ4OITgeWcGTNjP6Xv/yc7pijj+1232337mGbb17EX7FiRbFNNtm0AHnoQzcv+WPoskIjdEwH0tm4OSuuv27keY1gjHjCl9zBeEhsGrB5QfR5xXogemDMA4LFU0AQhhL7iW1EWyf2S8YZ/dttu20RPOIzXhAIAbH55lssBoNLapRGqvcLgFEHCUGwiEMs67Eo64wo9idYxPQ+XsSAAi2gahCBEcA1jKWAaMOTbft5Xl8lYmIR2khntoFgrzzn3O6kk07u9t13v27LLbfs7ne/X1sPgMcgPOhBv9k9+MG/tXww5Inzzju/VANGhINwSS7La5SpBDFRIqq8oTwVvuSXjHgi2o9oxItg1sSN0GAETjwIHFAmgbgXjBkgPLaP/W0LR+K9aofwRjo766yzS7/FftsJP0Stxa8NCKHpgb9x/zGITTf9neWBQdh9Vz2pO+qZJ3fPP/mM7tRTXtad9icv6844/dzSQKBe+1e/KNvEUsmOJxGCYBGaoAHjtYjF4+Qia3AVB9YELKKNhHYcntKGMMcqkKeAiPgB6LjaqNIx4v/0jJeWkQ4AGJkLeD7hxyjvE7+1wKi9IjCACAznGLqscE1n991Wdcc++9TuhONfVKC0dszRzy+vseeeeFqBBlgNi3sbDQqBeJYQSJS6UskkyetJmPVj77GfcAIeYYGovcV2HgMJisHh/Umyp5zygu64404oAIQd4if8KD2Fnz6xZ1kbomqvqE27hy4rVEp77rHfWGjrgMk2AyRwnvH0E9dbZx/7BxTPIkpgGSm8C7Qkx4BjtsEkZhJp9k9CtR94MRCFH68RmvhCjRHvvOef/5rupS89s3vWM4/qdtl51yJSn8DzWrwCjHgFs814xS4771kGySLLGAYxwYioEXgeqyHVlufjWY7/gue/uMAiEljnnHNBEQ0s8TviB4zHeZ7wQpJQxlt4Ay8CyT6AmHil+tl660d3D3nIg3uFXcRqGLYZGL//iG1KdNFng/Dm7/1gnbzDlvVgDIXQZ4SvrQ/U0556/Hg7sLw3IfD0008f5ywCg0VsHqBMzSVzcyH5B8jnnHBCCT9q/z4hl9NA4AWPe+zO3ZMOeUbJs9rL0h9V5NClwNhj932LGPPCiHjZntcCpt5mNaTW8pr31J4l9u+//wHdI7d5TBmpfaItt/EC59v/jw8rfSc+EPqgCAJH8gZKmBy6lAS+z8qDx6OyD0jErLfnsYhdbw+xgAgo59fG4485qYjSJ9hyG9BbbLF1GbDaQHymTXR79KO2L+IDJSeBIWzx4qFLKW25N3c74snPLiIQD5RYC2WStWIONR3Mus+0hRCA7LTT7r3iLYcBQNQddti1O+Sgp5WB6rw04AEAEF5FxWwD8vDfe0QBtzAMkz4HM9lhe++5d4HDFQ984hFjSEYFoYgeQEsBQdys5zXnFabAUB31CbmoyQN04HFGvLYBAAQNgPG6/ewfCAEBXmBstdU2peAYupSrtmeffXYBYfIT09kCZRSXDz7ooO6ggw4tFYqGscMPO6oYUITS+NqDInoEb9dDzWDYEDCISbydd96r9MexncM5DUxC1/uDICT1TfTAYDxDhTd0KWEKRQ1QEqrVj3jKU4vwQADC/njVygLlyCOfMRL72FK92Ff8VseDUoe5gGnhtCJPsyRw6+WEQUiiCTfCjjYqCnwWoY9KYiVs/Z5Zs+6Y96r+XC4aupRqSo1MKG6pQlD/W2sgQBoJAgsoaxBUNTzLWuN0UlVhVOmo0ZYQF1C10K21AGojGhCLwMikjFi77rqyHC9g9WvHHXco+/S9V2iSRwKjnnVnm3dJ8vqo9F5kKTC4aMTSyOQIohBAowPHtjgKEBiMhxhROrvpb48au8400mUHcThh78A9VnZ7rzyk2+eAIwus/fc5YC20fUded+Ch3dMOPXJ8/taGwiCeNhkgj9lup3EyNsB4twGjjX3vjQFRz7pZoHhvvIt2aZsLk4ssBcYf7fKEMQxWj9SM0oQh2/ZJyGC2ddI2MPYR4uQhXrL1VlsVKH+42Sbdtgc8tzvnkq+MzWcJ57/xPd0Rr35Lt+qkM7t9n/mCkpNAYccc/pRiQAmJpz/nuaXDk6opohEJBLF7770PKO8DgPfKfUOuSwUGsw2E/KBfChwDRN/ppOiR6J3XNbihyxiGg/WB6LOM1EmQiBVQGio0eZ1XrDrtgu6V93TdF0cnZ7euM9vv/mnXnX/NHd1xH/hmt/+rL+ke87wPdn/wpL8stuvRZ3VHHndmOR4g++y0y3qC1TGcIM4HABNSFSX2q4UeYjxBpSTECb0g6C8gIovwB5J9RIKFqikwnIDI88DQyXbdGjiptDx2XI0HyigF5OC//afu+I9c0r1k9f90F9x2d/eem9fC+Of/XWseA/PnF9/VHf/+rlv1wdu7bV917S9s5GFEIjAIxCCM0Z8wxDOXem0KZMde+YQDS3/1Q9/kB6KD7/xCobzhOaHLhc+hywpfMFi5135FNCM4FjCenyT6EIsHFVCj/BATNoQmIQokdsg5F3Un/PUXi53yzu8XIKDFnnV5121y6keKWK5F8RaXzOUxn84RsBV1iAFM5ISiaGKb13nNOVi8QWgCbUkweIaYXkrYEZSSVEexT7LLyAYDnBrQUMux1oMyGmHyg3xQA4qZfG2/+7NKshemgDr6Nf9SIMUzxHAesBwXCJWsRvhOO+4+DkX6Sxdie11OsgaE2b+F4ZsiC4UpM3BlXSZ7tlUZpcoZjTLrzMaZRiYEaegkOLXoQy3nSGUFFpPIhTkhaLdtH9cr6FCTmBPmhB79cQ7np4XXeAoDwWMGRDvrdowA8eHX0KXMwH2Io9ZWnmaiZ7SxAmb0nCSYOQbjOSBpdO01NZxW5EkWuIHQWl5zDiFJgbDUGbiETEzCiQZrQ9GxJWx6zmfc9b59E70ahjUQqjyX9RdZVpig6KwOZi4hCWaiFwBAMdvmFmbgPiACTsO4tiTHexwPjBqO52Kt2PPaUmHwgsR58w7H1M/MOfSj3r+e6PV5RaAIUY9//J5lcOrvIl5hWeEbHhqW603WDph5RCZ6Gs19gQAps2+jKI03mjRWHS/58Sxhjhc5dqAkR+T5eSztWgRGJmgETBmfwSYUgVTvn7CkP2DUXlEbCDzBAMzg0yd6+eBr6LLCJ1IOmNFcj14COLi117hyxNAZI7We5BFIMWC0pMESq+cAT9jb4/ATSwXl2JKjTxrNQVgg1YMjNgQGgTOaiWbUGky5WjBt4geE92fWHRiBKizxhEQB7RTqzDf0UwJf6NshvmjWB6O1eoRGLM/XoYPZ1mnhTfwlfgoEM3BVkXlFJnguHbztvR9dOwMfVUsgHXjoceOKqq60jORMKifBqEMKYbTDwOHJ3jPPvCMweAUDBYwaAi2sJX3nSfK2rfx1ZWHostYzRvGesK1n1BCmWQAxj+NFhFMe2jaqhSyCg5DJ3bwzcN506NNPLaD7ZuAgZOSaxMoDwqgcxzNrsadZQlQMWBBoFAi8zGPiJ4EL10AIz15bCIacIY4SkGDzAphmCSsBFC9yfOWq0b/Piz9QZuEnfXp1uUZVz8JZOwM/+M03jWff27/kM91uK588FhAEohAJBKFIYeFiZS30EGshaL/jE9u5hGLretZdw1joG4XmGdxXzHPSCAdOPKVP8Nq8J+tZVrxnFHKSI1zIM6kz8jOxAyqTu8zAgWHtDFzsF4JA4AV1QbGIgUBkgmqv/tOG0LyOAQFUPdEDA4jA8DWiocsKNzU6eD2vEAeVqZmNa1SEr+HUIg+1eE1x/RGcMrkcWSCxx+92QJmBM6BAAkgYA4942q7NYnor7BDzfhDkhPTTpJfYACUE1nOLFobEDcQis29LmfSJrUBItDEdVCEVWycUOC5RANR6Tp/grdVhq2+7NZAUAfEkydz5FA3LMQOXEwhMXKG6TGxHx9d3z0niDCjQWQ2jnnXzCIOYNr5XvMhSPnb1LbzMQDUoM3EftYq9tj3nNSFBODACdCCeoxMB08LpE7o23pF1be1zji+Bq+NnlbbTLNURYX3KmcmtxA+OfYDiDfZLaGphMB6hpE2YZybDrvkNXUoCR5WAqp+UqdY1IAACA5h0TOlnLsFVfc80s/BAqcHMEn+WrQ9jz3Eb5jVtDQS5Sl/0qS157QdESuQWBuMNBqT+GpBg7LXn/gUoOAslcKUtGBHMgZnOC0NCQiAFjpGkM5IaEBpvJJmxqmA8N/6GyWhS53jED5DkhOSkVvQ+sx8YSuW184z5YGiX9hGWiM4ZCPrt9XrfdqIXGAEiTyQkORYdAADG8+ZsvG2hb4eY9NUwasvorQERBCCCsMzEeQ7h5RsVjobrQN8MXDIuk7vR8YQ6HTFvAKjkpwZQzj8ERiC0Ze+kisv+mejVMALEMYQk7Q0EwutXKqmEbjDcxzJ0uZdnADDJWnGY53lQmeSNwKyd5I1C20g4yVfO6ZuBM6VqPQP3mtl3CXXrvEfeYiAJebPCVC5jEFWC1YaEVoL2vYfFKwKDAWFQCUmqLBAUMM4NaCop+pl12wcMXrMQDLd0IQqEzrYAWD1KJxkwCTveA4ZJXsyxCeoTPRDyEWtm4LYBMo84/O8uKxM7M28fIjHHLp9pjECbgbcJHIQISiAeAILy1Miu9+2zVE7xDhAkaCIHArEdO2Utj6gnel4XslxrWwiGrJ8TEpWQ8ZJ4Siv8LKs9pwZUEvqoTDVHMLnLDBycXK9i8RpgTPoy+wbIJRLvFQpqMQlIGBDktDYpz7KABE5ucay0XXglPkC8Kx7RwkiIksgXguGGSTFeLE9MdzChwmiIwMScF0wNo8+EHzmCEc2ljXoGns/Agag/Aw8gM/BHHv+WIqJQ4hggMOK0Qs8yIOQIYhMYBOGNHrwgyTse0cKoQxQY8slCMMwzMpJSAQEiTnNxMV9iBgicMrpHxmvmFX+a6bjjO2cAMbPvrXd+SjHhike4eGj2DUhgKBDMg6ZdEp9mcgOxias9gcA78prtzC0y0ZsWosBwm9vQpcBwY0cmPhIdCH0TPo+NDCfPfCLhbFEwCQX1dlmvm/UnkQPkm4gSPA8iQp+485qwxqsI65y8CgQeIG8AYZsFhr5PujBobsErwKDNQjBM+riZ0Z5L3qqizCdA0FCPVUXpDNc2apSt3l/PJxLOIvJY4HXrocYjDRDHzSV0HlyLO49pc6olwjqmvvFKfbGPvJFyNjDiFW2IAqINUYkgC8Nw4AiFqrXRrgoyh4iBw1M0QHiQIHVQJ1KBaCxogdN6TMQtAq8Tu8+yT21gKKGHzsCTnBlRtSMzb8JnH/0JiMCoQ1Rg0MtFwRqGEKWkFaK0dSEY5hkOHOEiGnNQBwfIY95T5hMjD4r3GFmE57IarRNm4ToijrczcaEnecHFPh0yorxeC9+aNqwPY7ZnEDhGVAMJBOFIws5+IPGWdtbdwpgWoup8YTAtO4zWIkro2z8TPmB4ks7aV4cdVxgDxfqxj9iyVE3mEcpaEz2XWRwHEHACSujIeZyT2W8ezwgA2wSV65ITiF7vl3lFC8P7ahh1iNKvVFFm4XWI0s5lgVFbwkW93VoNJyPC6M3ldcabVCjiMxhKV198rj92vfyW28t8AyCvA6bcbSsshYRwOckzAoAFQsIRwet9GRC8IjD6vIK1+SJeMSlE0cEPBgxdCgxu5wDThJ9kTl5b4GSUOCZAmUD6VI9H+KjVR6uA+PzbOhM+pauJXmbhmYl7r28Vtp+B10ZIEOMJfRBYvGLeEAXGvCFKn+8TGK340wyMFk7JDSMhd9xlVRHY5RFwfCMdIBO7GCj5DDyfg+903mfKJ37mIbW4BCS+vDDJE2pbNEStB2NCiNpgMPpEnmYB0GegBIyRBIo8Edtux7WAhCmTOqIfctaXCgRgajMJJGo8AQRVnJHeCt9nYNQhCozaK1jtFXW+qEMUGG2Iktv8qMzQZT0YQ8XvE7y1AOgzUFi2jbDkh4DaZru9yyx8831OKoB4hns1MgMnmoqtzhfz2JAQ1TfrrvNFQhRNDGh5cuEEjrgDTYPRJ3RrtdCzLCBa07F6bdQJP+CYiZdby0YVFVB9Is9jSw1RpYoa5YuEKG3Vf/oFxsKfZ/TBaIWeZH1C91kteJ/p0DQDRftcFp93njHJ+mAsGqKSL6IfGD4+WBIMwk6D0CfwNGvFbq1P8Bjha9Nh4UBnzWWGzsBrA6LOF7NCVKooVldRk0KUfAHGksIUwWsYrbizrE/w2lrBa2vFrw2I5YbBK2b9xmBC1KRZ96QQlYnwkmAQFIxW5NqImvUk07isJ1mf4PV2a0Aw7VsuGLPyRRuiwJgUopYVhhMSufUIJ5olfqxP8Hq7Np2ot2sjeta16TwYOrpUGLNCVAujraJM9LRH++mjXWAAkSsQywKjT+hYLXZrEbfejrWC1zZJ/Np0fDlgxCv6StraK+qSti9EtbNu7YpXgMF7lwSD2K0X1GK31gpeWyt4ba3Q0ywQGPENluWAMS1E9VVR65W0U2bdYOSjh4WrqRpGn/CsT/RYK3htfSJPslr82oxEthwwps26a6+oYbQlrbbqdxuiAsPFTD9uOXQZwyB47Q2t4LX1CV5vz2t9wrcWEETQ+UVhxCvmqaKWEqICY+E7l8AgMhi14H3CM43Jeoj1id2azhK6XgMhPGjfUmEsUkWNYcwIUWDkAzi/Nm3xHQM2zzKG4QRoR/Da+oSdZq3AfRaxYx7HiF8bEZYKI4k7MOapouYNUWDEK8DgGb74XP7k5a67ynoeIAUGlyR6PKEVd5r1Cd1nQ8SPBUKxUYgwWBaBMa2K6gtRYCwaoqx5ht8OyR+/uDvM9iwgYxhOAkYtdJ/1Cd1ntfC1+H2ix9YTv7aREEYmEVxqWBTGrBAFRusV4ypq1Ab9Mlj7QlRMJfWmt/5D+Q4xj8j/CAbKNC8pMDSA0H1e0YpcG3GzjuDLIj4bdT5GDGawLBVGvgFSw5g3ROlrCyPGK0584XkFhDuX/MA+0d2c7195aiDxkhbKejBmiR9rxY/wC4tfCV8DyHqpMObJF21JK0QFhnboG30SosCwBuKpR53WveL8d5Rv0/uEz70Z/rnADzi75WISkNZLxjCI3MKI2LFW9Kxb6xWcVWK3VoveZ0QxKofCWDRETaqiUuRY+3bjaWe9sUBQPUnaZt7++4P4vuGff9ipgYDUB2QMg7BgtOJb9wkeu5fgtfWIHusTfJIRhGnfIjCmTfRY6xWTQhRzXt7w7JNfUX5bEQh3t+ZvgvyzDaEJ799z6BsYvmTe5hAWIGMYThJvaAWvrVf0WI/osVbgeSwQlhPGPCEKjLqKSvvp41caEpL8pYTfCHGDqpsq/buBxyZ8flmH8JNg8I4AGXuGr3dqCAh9IHpFj1Vit9YKO4+14rcGhjp+XhgJUX0lbRuiaNAXorL2NaFTznhdSdCB4AvjftMXBJZ/2sn//BG6htEXqu6VMzROI5yUKPcSfIL4Zd916yGW81jPa0QxMheBMStftF4BRtYGgF8NFZJA8D8eftHZ/3rEG6x5B0BeB0Mib2HwjHGIGuWLdim/kOC7s9xfhUCkenR4/MsQvzbtWATGIlUUM+9yPglaSOINgWDk84B4A8+QL4CQM1RSJnz+uKsOUwHRekO9lNvInOwNr39f96pXvbX8GpsZpJmkUpIYwNRwZpn3ZL2oBUBtwua8MKaFqEkwsvbVUiGJN4BA7IQk/+dUh6R4Q6opfztEfCBUUzzC9jQIWYpnBERt/gsJGF9MdglCBcFlCVXDiXgbQvzaVDeLwJinpI1ph5DEG/xuIwh9IcnjeIPQBYRL5v74US4AQC7mDQa7ammepdwHTnRAAgWIPzv7DeX5rJn7r033eY0JjzxCqD44zBedWfs8i8jzGBCO73xDYCREAcFqr3B/SaDwBiFJX3kDkUGoqyTmB/s9D0TtDf4hk/Asc4sSknrywrSl/JCLkxCZB7hzKRDiHcw/CMRA4TGuTroM4IIZr+EdhJNzfMsvtw17TNTAsU8reG153TogAsP5ZsEAIjAmhaisfWfXZQwQ/IVdDSE/3y08CUkgMN7AJGpziYQkplqaJyT1LQWGOKcU0xAnB0anc+GL8ID48UgwcrvZ2hvw1/46NJDeI5z59p+vZG72ztvK1/99zd8N+X6qyNc04y3MdmBF/BrCojAm5QtrJlHnMkYNQS7w69F+aShVEgBg8AZ/3yNBZx4hHPlbVKFJSFoEQpYCg3u5yuhfF13k8u+RqgKNACc5gwcQg/jl7qWRBYRqjAkjbp5Xl4Oxw41d+X6szo/hnHTm+PdFfJf2YQ9/VIFin4SNJNZUdtY8b14YdRWVMOUioTyhbS5j8AYiJzmD4Cdi9RkEgGLCEfOvmoRnIAhJ8sRSIGQpMLKAInGJmT5Q9/+r/uTWRS/fqvaahhJEpaXUBAiAhDmv8Sh3y/o2uV9ME6pUKGA88b/XwuEpvMSXmN0oQ2zXe4RMP2tXV3NJsPPCaEva8gMzI2/wLXchiTfEEyRjfXLnFW8AJQC8xhuUrPrvf2sTkpSs8sK8yXmeZQxDXeykdayMmxoRPEe1wC2v//b15TFo7j7N/IRwLqLlk6/65nsGCjgggOEmGJ7DWzz3F6e9qMAHJG0BRih0XJ4zC0YdorLN83IZgxcEgjIVBCZBB0IStbwgJPn/WBB4gf4vkpznWQoMI1/OMCpSOYCRtRHD0mAhTAMlK+7qH4c1mnjuGDIxJJzRbtsIV33lB13KvRij9RaP3K3A4TG/vvWqAoN3+mNefwbieG4dEz7EdYCFy1kwss0bMmdQJRIZiEB2i5lje05IBigDAQjhGgBtAqEk5w0AIUuBofNCElckqsYQXaPB0OCsxVQjSWfA4R3eBw735WGOp3PlVzT32q9ASQ4Q/3kQTyp5YqutyoxXTPecnCX+Msf1rXPnJY4iwvHmyRlykSurvIHAhDbYDCoDRh88TnKWuG3ru0sZ/j+WNwhHBpwKaUMvBYYRoDrwf9uSeBK50s0VSHHT6CE+YeIpxCaW+8Ntc3v7EpG3OKZfsVSBeC8RCA6MyqaedPGkVDnENolyfuIIk9pDQO9T1U2CoQAQkpTmAWBtMDk/i4czEOIN2qndICRJL7VCGrIUGGKgv00mIgF4ifzgT9JZ/mxdCRw4OhBvCRhQdNaaB+loRpo/yAWdyEag97gDlvgETvkp6RLV6OZJigHncT6v2w8M85oagkSdkGR+FJF5d7kdev8DSpsAcH6QvMazFSZyIC8IiOWqkIYs4wSexUgAQuOAMSLzyRVozEQHPHCMpnSOaC0Ytx0Tw/MZgeA4vnBm1Huv/d0Aw1sIWwtdG0BgqOTGz41yj5DEG0CI8aTcfpyQlMQtNIGgatQ//ZIbrO9rCFnuBaNdjBIVDjAE5CWSWOK6Dlz3zW+NR73YHvcPHKEMGKMzPwrDo1KpgQMMYXid99lPfuENNYyEKZNElZLyORCMdMAdGwSe51ggaBMI9gFBO3k7T2AgLGeZusgyE0a9SGImOvIAMLxGtaEzPMdrwHlddcZriGsUEoFIvCZgcpcqryAawbwHHCEzXifGA1oqsJFnmFyCIoQ5j9Hu+MQGkYfxioQkrwWK9vBoIUko0vYNWSENWQbBaBejifi8gngSP8+54YYby/OrV19WoAWMECVGp7zkNUAA4iZKZjQTHgDiuRgHOvF4ohCptDayzYadlzfwNqWzYwlJzhMv4TUgeJ+QJBRr+31RIQ1ZlgSjXgjFS6688qoS0ogkafuAHhRhyIgnCIGJKVwQ3MgmfrwGFMIa4eAY5QCCkvDIHNN7si/hQeCJPIF57FxXX/3lAgCI+7JCGrIsG4x2Mep4CK+RC3hH8g5QnlOZ8Rh5g9cYvUKLkU1YXiP2yw/mI+YryQNeB8DzvAJUJlTxOICBcE5epT0bK4QsGwxGuygETAzjHZlH5HGgGMXA8BpigsNreAcQ8oZf6TE34UFeA1Eo8rNLmesALSSBwH7ZyXme5T6DUS8SpmTvX7vAAIHnMFcA4impeoDKlQFeY+SbM4DlNQCEK+Ds78Oe5ISNJTnPs/xSYLQL4SR+VU5g8BxCMyFNLlJGS+Byh32FPK/LEcxzPJAX/CpByLJRwKgXMV0hIPHLLfEac4IkbgaMsAcagEISCGxjzgvTlo0ORrtIumvWrCkVmRyjKhLiXCUAgscIR5ZfVQhZNnoY7SIMuRTDK2xbftUhZPmVg/H/d+m6/wM/D2J58bLPzgAAAABJRU5ErkJggg=='
let
pointRedUrl
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'
this
.
stationList
.
forEach
((
list
,
lid
)
=>
{
// let start = 350
// let x = start
// let y = 700
// //每行最多显示15个站,先计算需要显示几行
// let liNum = Math.ceil(list.length / 15)
// console.log('list.length:',list.length,liNum)
// if (liNum
<=
1
)
{
// y = 700 //第一行
// } else if (liNum === 2) {
// y = 800 //第二行
// } else if (liNum >= 3) {
// y = 900 //第三行
// }
let
start
=
350
let
x
=
start
let
y
=
700
//每行最多显示15个站,先计算需要显示几行
let
liNum
=
Math
.
ceil
(
list
.
length
/
15
)
console
.
log
(
'list.length:'
,
list
.
length
,
liNum
)
if
(
liNum
<=
1
)
{
y
=
700
//第一行
}
else
if
(
liNum
===
2
)
{
y
=
800
//第二行
}
else
if
(
liNum
>=
3
)
{
y
=
900
//第三行
}
let
y
=
800
list
.
forEach
((
station
,
idx
)
=>
{
//计算当前站点属于第几行
let
sNum
=
Math
.
ceil
((
idx
+
1
)
/
15
)
//计算需要换行的节点,等于0则需要换行
let
sLeft
=
Math
.
ceil
((
idx
)
%
15
)
let
s2
=
sNum
%
2
//计算是奇数行1还是偶数行0
if
(
sLeft
===
0
)
{
//需要换行时,计算下一行的行高
y
-=
100
}
if
(
sNum
>
0
&&
s2
===
1
&&
sLeft
===
0
)
{
x
=
start
//奇数行的换行节点,x都从左侧开始
}
else
if
(
sNum
>
0
&&
s2
===
0
&&
sLeft
===
0
)
{
x
=
start
+
15
*
30
+
30
//偶数行的换行节点,x都从右侧开始
}
if
(
sNum
>
0
&&
s2
===
1
)
{
x
+=
30
}
else
if
(
sNum
>
0
&&
s2
===
0
)
{
x
-=
30
}
// //计算当前站点属于第几行
// let sNum = Math.ceil((idx+1) / 15)
// //计算需要换行的节点,等于0则需要换行
// let sLeft = Math.ceil((idx) % 15)
// let s2 = sNum % 2 //计算是奇数行1还是偶数行0
// if (sLeft === 0) {
// //需要换行时,计算下一行的行高
// y -= 100
// }
// if (sNum > 0 && s2 === 1 && sLeft === 0) {
// x = start //奇数行的换行节点,x都从左侧开始
// } else if (sNum > 0 && s2 === 0 && sLeft === 0) {
// x = start + 15*30 + 30 //偶数行的换行节点,x都从右侧开始
// }
// if (sNum > 0 && s2 === 1) {
// x += 30
// } else if (sNum > 0 && s2 === 0) {
// x -= 30
// }
x
+=
120
let
coordinateX
=
x
let
coordinateY
=
y
let
symbolUrl
=
pointUrl
let
symbolSize
=
[
15
,
15
]
let
symbolSize
=
[
80
,
80
]
let
itemStyle
=
{
color
:
'#FFFFFF'
,
// borderColor: '#20B2AA',
...
...
@@ -333,7 +340,8 @@ export default {
for
(
let
i
in
station
.
eqAlarmList
)
{
formatter
.
push
(
station
.
eqAlarmList
[
i
].
reportTime
+
' '
+
station
.
eqAlarmList
[
i
].
eqName
+
'<br /><span style="color:red">'
+
station
.
eqAlarmList
[
i
].
remark
+
'</span><br />'
)
}
symbolSize
=
[
25
,
25
]
symbolSize
=
[
80
,
80
]
symbolUrl
=
pointRedUrl
itemStyle
=
{
color
:
'#FF0000'
,
borderColor
:
'#FFFFFF'
,
...
...
@@ -363,7 +371,8 @@ export default {
name
:
station
.
shortName
,
isMaster
:
station
.
isMaster
,
idx
:
idx
,
symbol
:
'circle'
,
// symbol: 'circle',
symbol
:
'image://'
+
symbolUrl
,
symbolSize
:
symbolSize
,
label
:
{
color
:
'#222222'
,
...
...
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