平淡淡 发表于 2021-12-28 14:54

洛阳公交公司睁眼说瞎话

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**1AYMzgzN/JbEP2AfsA/YB+4B9wD5gH7AP2AeOwAcMzo7gIgxF0ubzVxf7gH3APmAfsA/YB+wD9gH7wHx9wODM4MxfSewD9gH7gH3APmAfsA/YB+wD9oEj8AGDsyO4CP76Md+vH762vrb2AfuAfcA+YB+wD9gH7ANDfcDgzODMX0nsA/YB+4B9wD5gH7AP2AfsA/aBI/ABg7MjuAhDkbT5/NXFPmAfsA/YB+wD9gH7gH3APjBfHzA4MzjzVxL7gH3APmAfsA/YB+wD9gH7gH3gCHzA4OwILoK/fsz364evra+tfcA+YB+wD9gH7AP2AfvAUB8wODM481cS+4B9wD5gH7AP2AfsA/YB+4B94Ah8wODsCC7CUCRtPn91sQ/YB+wD9gH7gH3APmAfsA/M1wcMzgzO/JXEPnAYH1gsmpvr68Po9jWzXe0D9gH7wO35gOP57dnafn3ytjY4801w8jeBvz7t+evT9XWzePWqWVxcNNfPnjU3V1f2MccZ+4B9wD4wRR9wPLffTtFvJ95ng7OJX0ADiz0DC/vDdg+ixWIJyC4vm+vz8+b66dP2WFxebqfT18J2sw/YB+wDt+8Djue3b3P7uW0uPmBwJsYw0DHQsQ+M9IGrqwbgK42SCSBTcHZ9cdHcYEqM7zXbwD5gH7APHK8POJ4f77XxfXNS18bgzA5/Ug5vgDASfFXuj3baYhglWwNlBGvPnqVRNdt+P7a3HW1H+4B9YJ8+4Hhuf9qnP1nX7v5kcFZ5+bRz7e5ctuHMbJi/qmIdWRGEEYwV0sXz5/4I4FhjH7AP2AeOxQccz+2Lx+KL7seGLxqc2Sk2nMKgamagahcf18XgAF1PnqyOAggDaAMQW+iDHzLn594YZJfrYFnHKfuAfWBXH3A8tw/t6kOWvxUfMjizo92KoxnwTQjwdSwGTyNmFxcJgG2MoGXghikyvN6LFy+WYA6g7eXLls56pxPyC8dK+699YHo+4Hg+vWvm++zkr5nBmW+Ck78JDBAyQMBo14sX5c09njxN2+In4IXNPfDAx86MOpKGtWXYmZFfZ58/TzKcAolNQ7wxiMGY7zf7gH3gFnzA8dzvNn6/nawPGJzZeSfrvH7A7+cBP2gxOEAYfrNMflQaI2EAZwBdyCc9GCnD75thyuPjx+2oWSr7N898rzne2gfsAwf1Acfz/TwX/X5hO96lDxic+UFx0AfFXTq32+4IrlwTht0Wh27w8fjJcmSM9wynywCYYZQsr0lLW+vnr7b+zbOOa0A7OnUMsg/YB3bxAcdz+88u/mPZo/Mfg7OCU56dnR3dhTLQ8Evuzj7A6YYc2aps6MFpiG3KqYtYNxZ+UDqtKeMIGfiePl1t/AHwhpE0bQcbg/g3zxxfCnF3Z/+2TvvVKfmA47n9/ZT8/cTOdTbgDIBqzNH1ImBwZiDU5R+TqgNA4ldVjpBh/ZgCplJeARmmLWIt2qtXy/Tqqn0ognZNfVhzxp0aMeURIJBtShuQmZQNT+yh4Gvj+GcfOFIfcDz3s8PPo5PwgVmBs6EPlD7w1Vc/tB3zHekD7hSCW55WiPVgRSCWR7k26gjK8uYeaS0Zpi1i8w9MgXz8OK0xU99OdQBll5dLcIYUYA5THQs/Up02BjmFa+BzPImHqN4LzjvmH8QHHM8dS/w8OSkfmDU4iyCLZaYIosiPOQ4SeH3TndRNd0gf6lsMvrjMI2AEWzKilYDa+fn65h4EVwRtSLGxB6cmYmoNNwHBKBlAHUfGwHN9vQnQvDGI/d0xzz5gH+j1Acdzg/1Dvi9Y9/H61+zAWQl40QFZx5R0TbvqlM/543Xqk7s2nLbYtbnHk+WPQ7egCi9GmCLDjTwySEvTEklTQIZ6gK/8G2dpRA0Aj9MWQ13bzmKxBGfQJUAwrl07uWvmF9PeF1P7hGPsSfqA47ljg58PJ+8DswNnCOYEWH1pKfBTplRnml8WjsYHxiwGBzCKvzGWR7XSlEQBTWn9mAIpgC6Mpsm0xdVasjxShjpOY8Q0SvBz9OzmZjklUnWiPWwM4geQbWAfsA/YB1a/DVmbhr4Wox3P/ezwu9jcfWCW4AwXLYIsLWteL3CNrjwxD5lt5KIelx1sen2gtBhcH9oxD0CE3yHDDouchgiwxC+zAF44InCiHoAsrB/DCFm7uUeWwQga6rg5yNXVcmQMm4OgzeeX7UsneHTULOV1+qNfzlpb9fqAbWVb2Qfm4QOO5/O4jr4ffR0P4AMGZ2JUAq1SWntpIm+t3nSDrp19oG8xOMFUTAGAXrxYBU68DLx4uVwXBmCF3Rex2Qd2VgRIi/IoY6okQRpGx3BANm/20Y6QYfoigR4AGkbq+IPVaBfgLoBA6NjZNnL/WpfvNfuAfeDofcDx3HHfzy37QI8PzBKccSSrL9UgHnlLdUpz3i8Bh/aBvsXgG2CK4AcpABVHtXTULK8na+sQILgurATOoAtASwJJuwPkY7Rz0Y7KJZCHdjkFcsjURvZR9Gtbzvs+sw/YB+bgA47n9uM5+LHP4Xb82OAsTIEkSKMDxjLpTm/HQU/Ozpxy2LW5RwBRAEtpRCvvmpjAEfRgVCzX0Y54QQCoa0e8MM0RgI3ALuhOa9CwuyJHwXQNWZZp69AmgBn0YdTu4nn6QequkTnUsW9OfU/ZB+wDs/IBx3PHd394tA9s4QOzA2cRTMUyAr/SNM+HAmlMSS+l4BnCV5I1zS8iyQfGbO4RwZOOkCEAQFcGR/hNsnTI6FYaJQNgy6CIYK0KztAe1pDJ9Mi0hgxTGDFVEWBMfweN0yMJ9npAJsCjrofzPeF7wj5gH5i0Dzie+2V8i5fxSfu8z3fvPj8rcBZBUizT+UlnSrqmXXWRbyivyjl/4i8gXYvBCWwiEEM5ryNLgAhrxfLGHPQnAieOmCUABQAnI1RplC1POUybfQBQAURlIFacLondFTk9Mq1dyz8y3W4UAhD3dHPdWte58Hw8tXHvgZ3+4PTE44xfmm7n3nI8X8Z+PJ8cz2/H53xvz9rOswJnQ19EusAU6liv+aG6zeeXoU4fwDQXbKoBUFMCXwAzAEscgVIegJ8wxZCgqp1aiJeEvLV96gfK2PgDI18ZXOHhmR6g+Qei0xRH8mFnRm0T+Qyw1qZCYgol+foAGPkqKQBip838ELJ97AP2gWP0Acfz1XMgx3fHc78D+Xm+uw+cFDgj2CL4ogPV6EPryed0d4ecpQ0BfDD1D9MNOUJVACppF0QAKWw9D77SSBTWi+kUQ4Ckx483RsbSCJtuyJH1tvbNIC6BvTAi1oIu7SO35M8vSOgDQVuRX2X78gFwtn08xpcx98kgwT5w2j7geL4ByNaeAY7np31/OD7u5frPBpz5hc7A6Oh8YOhicAAfXXvF3RNrI1LKi9Ev8Om0Q9AwvUS2qk/gUEAdRtE4wpZG1rhOrQak0IY8dKFvb+Ds6dO0ccjRXT8/ZPbykPF1dWyehQ84nneDMnl23Hhqo2Onn587+YDBmR1oJweaxUN3nz6QF4OntV6lqYnyAEtfGwF6AvCBTdMoG+jkxyia8K5NMcy/IaZz/TlKl4AXRuLQFwV1AGcY/UojdLkPbKuWAkRyrRrAWY1vCB39wVo4AEbZCdL+5Bd5+4B94Gh8wPF8WJx3PPd71D7fo6wL2Kw5O5pA6AviG3yKPoAHOL+qRkBGQFUDLAAoWOcF4CRfGwGCEvjhBiD44WfZfCOOiqWpjbJ2q5VHuwBg3FJfgFBqVwFgrY+ky66No2WpA+eLNXFyro4/fhm3D9gHjsYHHM+HAbL8bHE89717NPfuFN8fK302OKsYxs7mgNPrA32LwfHwArgCsMq/ORZHm9ZACtZ+yfqvdrQr+yh425EuTGMkwME0SIBCTDsU+fTQBBBC+3m929p6NY6oVda2xb6ijPOAXVI/CLj60jzFMskKOOy1r+9Nf6yxD9gHbssHHM+HgTLHc9+Tt3VPnnA7BmcnfPH9crwFAB24GDwBGxlpgq3XRrMAaFCvW9wDwBFwgR9lHjJqRtC0BrQw+hY3BgH4ohxH8ADqCJDyurPaxiNsp03ztMYEEvsAGerztEU9J/vcFj7nGOWXIfvAYXzA8Xy5AZXj+WH8y/et7bqlDxicbWk4v2Se2EsmvqqWdlvMI1ZLMBZ+5wtgBtMVs48BaK1togHABLDE+jzCxjJGwa6fYdfGvCZMpyAir2vIAMRIo752ZEzWrsnoF9pJfRryYIZugC0CvpoMv6oCZBIE+h5rr3F7bW0T28Q+cHc+4HjueO777+7uP9u+1/YGZ3aSXic52RfKvsXg3L0QfABelW3yCVLaEScFWdipkCAGLwxYN8apiQBPebOPdvRKQRGAkGyXn9rXXRvbkbEAzmQXR7Sd5EKfNtoD0MxTJDfqvBjc95DjqH3g2H3A8Xw1bdHx3Pfrsd+vJ94/g7MTd4CTBV616w5Ak0FSWselYEjz+eHW2g8Pfv1hZvKCj1MX89qwBHLQBn6MGoCHOyDm3w5jGbrTVEgFTshLOYG5fC6p39DH9iCP0T72hWkeAWPfoWODh7yaxs1OvLmHH/C1+8h0+8Yx+IDjeT22O577Hj2Ge9R9KPqhwZkdo+gYfHE/mZRgCSNVCkg0r8AIux/mNWIJ3OBBV9lYowVQeFHA1MW4riz//ljSE0GfbPYBoJba5Gga+qNryLBRB2gYUUPfSueSz2FtvRp2howPaj1vzXPaIgAgR/x8D/kesg/YB47JBxzP688xx3Pfq8d0r7ovRX80OLNjFB3jJEAZwBJAzJAfYCbowcgURrzy9vcJyGXAUwR1AFthi3u0x6mLHD2DvdPmHdD19Nka8GFbvCbt9Mj8kMU5tHU4F/Yn6ZJ1cACPebSr3ekR/p9/tLoGLtN5QQ7nLcCSbTo9sfWXjpnt/WbfPyLfdzxf+qXjue9Px+jJ+4DBmZ148k48+gUJX1VLm3voF0XkM7jBCFQCcRi5UiBHEBTlpAxglcBTXkcGgJN2VcwgJ42GAazp2i8Aujyals6NX4GRAhTq2jaOtOUXk64RMPQ9TZmUNW3Qj/4VgSVHyby5x+ndI46LvuZT8QHH8zVfdTw/og8GU7mH3M+1e2j0O+UB7GdwdgCjHsOFdR82A3R6aGGqX9cUPk5NxEgRRrxkpKhd/8URKfB2ATS0k9viiBN1tOArbyayfKBiauRyTVna5VFAVAJ1bIt9JAhkO+wX6TEFH0fOOCXxihuC5BE28gAcksf3yNEFbt/fm/e3bXJaNnE8dzz3PX9a9/wpXW+DM794nsaLJ6d6RMBCgAU6RoowSpanLSYARYCEtV9prVcGMZDLI0vtb4lF3Szr1EaOkHGLfYx4cUQu9eE8jc6ltgUcpReRPvDF9vpS6MF5YhQOYAzlDNoIIk8pCPpc/YC3D0zMBxzPV7MdHM9P4x3G76ondZ0NzuzwJ+PwafRJgQvBTgYqCZRxumOu4+hRu84LdBzYRl+AG+rTlMc4qpXbSyNh8DWAMYA82fK+7RfXdaEP+D2yuOU9gRR0su9M9bxG5NNUR2/ucTL3gEHIxECIn0/Ve7ONm4x3jIWO55714Pumet/4GTCNZ4DBmW/i07mJ+aPMfJjLKFka/QIdD3g+5GXtV3oRAJ0jTIVpfwmcUbemAGzyg9EJnAF8cd0Zf5wa4Ev7wN9Ryz6aRrpy3xKQxAhfaUdGbbuU53nLlE0H7GkEbF8nXyf7QPYBx/Pl88Lx/HTeYfy+ejLX2uDMzn4yzo6XmhZAAQjp+rMEymRnQ4KkZ+fL0S7s6ojNPQiI8pTGdvQMujFNkMAugiIBWonv8ePlRiGQw1b2qX0AQ+kDwKHuxIiXEfBh1I1+i5E4jLSpXGw7l9MomTf3WNmONnRqm9gHJukDjudXHiXzvTvJe7d9h/H1K14/gzM7RtEx5nrjLDfeUAAkeYIa7oYIAJY3BUmAinTwZZDE0a9kL4An6iikAGGJD5uAAOiFMkDXmjzAWRpxy1+K85RIAMQ0PZI/A1BoK+kBAM1TJTk9c67X1eflESX7wOn5gOP56V1z3+e+5qfgAwZnBmcnBc7aLesrgCYBJoAnrCED2OK0wcqIWAJK4kNpmmGJF0Arb5mfAB02++CaNcgjD/Clo29ZTwusUE9AxvVnpbY49dLTFk/Lt8UPT+Hh5XP0S5rjuX3AccA+MEcfMDjzC830X2Aj0Om5pu1UmAjQMFLG0SzowI5g4CkBINJlLRkCRPqSW+XPo3QAVtqWgjROXYR+gCysJ8BujgBlChRjG9AHXm/uMX1/7vHfOT6IfE5+wWp9wPF8+XxwPHcs97PgZH3A4MzOP13nx0gS1mvhIYYfWE4jRYve80kyAEgRnGGTDkxjFJ9YG8kiP4BRAkfP2tGwVgZb7nNUi/wxzcAKv6HG0bkEwFDGdEecD9e38Uev2zbDNEzwYh2cR8nWrlt7PeRammYAYB84Yh9wPF8+yxzPHcv93Dp5HzA4800wzZsAD/IXL5YgKYMdAKY0dXAAUNlY3wUABT3YbEN/X0zXkSWAlEe0BDxxDRhf/IqALgK0vBV/GsVj//MatyTP9WepzSfrQBJ8AKMY5ZO+sn2nR/wC6ngzzXjj63bY6+Z47njue+yw95jtOyn7GpzZYSflsAl4YLohpvgR1CjwAS1NGXzZeV4JAKmc5NPUQPELArkEiPBVE+vCdIphF6ATve1IHUAkNvVQ4Bf54rlhNA7THD1tsfO6GpgamNoHJuYDjueOafK89f07sfvX1+4g9+/BwdnZ2Vnbcc133YBD+bp0jK2rtVmjj9Uf+VWv5iPfkDLk9RgiA54h7ZZ4SjRts69eeUflOe0lThuMQCb8rlipDfRx6JGmHAKU5SmGkGuBVgZVCuhSfQ08kh9TGBNPmKYYQNrQPoJPz7NUrulSOeajPOglGvm3TQ+hc9u+DJHbpr9jZcbys99j5Ur8JRr1I+2rV17NqxzytUNlmFdZ0vrSbWSgsyZXo9f6MZa/q+1aG9vSa32r0Ye2M0Y+8e4xnqf1waWp6k+ebPhajOelj3yM5+xn7WMg6vEswLRyjeekx+dE+sD2/HnVz/r8IPWn8DJcow+9dmP5tD3Nd/V/G74oM7af5B+jZwxv1/my7ZiW9JdoQ+T21X5si2X0a0jfyB/TobI1vho9trNN+ZC6t+lPlJkEOIMRS0c8GZTJV6rro5UuVomm7bC9rrTUrurVfImXtFobrB+bDmm3xFOixbbJg7TroFyJB3UlenyYpjVXWHvGqYAAOD2jZ9CbHqYBDKXfC4NsnhoJPuyiGNeRga4PXgA38CV+bAzCKZdZP+hDj9T3vJaM0xapl/ZiWqPTduRjqvyaZz3TUl2JRv6uFHJ6KO+2OlXHvvPa19i/WK61rXyar/FH+m3IlNoo0bRvsR7leCg/81GOdKZd9bEuthfroTPShshEOdVRy9f6r/xRL2ViGmViPfWAb8xBOdVXaqtGq7Wl+oa2QRnobKd/h49r28Rz6EU8L/U1xVOd6h7ieZRJYKsnnjP2p/PAFHN8uJNnCehtGc+TAfEcMiU70mZMycfyEBnlHZpHO2MO1Rv7GMtdfVZezav+sfk+PVqv+aHtjJEp8ZZopbZLfCUaZGv0IXWQ7ZIv9a1EG6qjxlejl9oaSzuk7rF9KfEfFJzpySNfO2LHVC7WsVzjYRvkG5NGnbHcp2sov/IhXztieyoX60rlqDfy9Omr1Ue9Nb7YXiyrnObBt1bOoCeBMoyK4QspR88wpXBxnR5qixcvV1MdMXUwbO6h7UN/2oxDHqjtwxRfQjHtUPqBhy9kxh4RSKY2FERq+/nlgsAw9lfLzK/ZKXxRrdXxHKgjpn1ylC/yPbzfnN170DySviif5tGu6op1sV9jyg/vy7UK/bm5edjc12t5/2F11DH2aWh/S3Kl/kd9Q8rUM4SXPJTRFHVaRr5EU55Y31embORTeq1uSH9qPFFnX1n7w7zqpjxT5VE+0kt8kYby0IN6h6altqLsEB6Vifxah3ypvkTjR6xaPIfM0EP7UIrn0IOYy3hO/gSmMigkD/hS/vFyajw+jMV+xHie+HM839ADQHZ5WbULdbNPKNfsSJ5aPWWVb9d8l86uuthH8OrBfpV0KE1lYp462FZXPXlUJua13S7+2M6QsrYV22FdSQ/rNI3ysay8yPfVR34tR1mUSwfbKdV10bZtS+V2yaNvKl/rq/LcZv5g4IwnipOJRtAT1DrKaKq8zKsMaUwpy3JfSv4h6RBdQ3jYf6YlmVJdiVaSJU35mUdaOyiHtMRDuvJFGtuJPKWy8tbaW3uQ4yGLrevxO2QvMxBL4Czv0Ai6rgUDr4AEzae28QW1BJTw0M7tsI+YCqPgbflikde34csppj3qNvzUHb4Kr+nIwAwvCgmQ5ZcB7Sfz7AfLTGt01jMFX+0gD9ISD+nKV6QBmKGdAIZAo2wtX9RXuXbUVUsTMFPA9ehBc6/t06Pmwb2z5t6DR22fwK/lWh+V3tXfyNfFWzuHsfRSm306SjIlGvuPOj1I13a65JWvJBvrlaemV3mY1z5SjinbKJVVrqYr8pCPektlravlY39qfEPpUV8sQ0+kxbK2pXVD8pQlL9K+I8XUHeJ5n/5Yz1gMOuM58ikev3ixbh/9QCgf1JJsLjPPD3kK7miPkt1ZB/l4DKmjzposdYxNoa+kmzTqIx/LMdX6Wp46Wc806iJfiU4aZZGWDvIxJT/LSEs0rd8mX+tLqS2lleRqtFK/qKsmw/ooG+mxDP4STfUMqQePHmPklXdIXtvRPGRRjjpKtMhzqPJBwBlPiGnsfI0OPq3TPHWUaKyjfB+P8pfy28r3ybGeaWy7Ricf6vsO8iJVfcwzrdVTXvnIG2kl3hoPeTVVXs2zPaao0yPpwCLyNIL2tB05Az2BKAFEnBaYZORlX/X15ZNsBls13tQXvlhkkMWHP1LIaRngr7S5B/hiX1EeS486VL6WL7UDXuVXvSs6R6LuNffv3xsEzigbU9W/XX7Zl/sPdVH1EpAtaZv1jx7ca84EzLFPag/SYlrqI3liXY1Ovlp9jV6S6+OlDNISb4nWJRP5S2XQ9Ki1re2Qh/o0VV2aV3nyk9ZX7uOjPFPyIwVtzKGylCetpJ91mtbaI0/UE8vk07TGU6KTxhR6NK96NY+PWABC4EU85NouxOld4jnbSPoDWNpoC88Bfjx7/HjZl/PVKBfBSEIsmgAAIABJREFUFT7cpXOqxHPU8UA8V17So10SjzyH2G+la571fek2Mrvo1PY0X9KJej3AUyqTXtNRopdopf6UaJSt1dXo28pFfShHWp/uofXkq6Vd7bJfmkJPSaZE0zb76slb46vRKbdtqnqZZ6o6SzStP2T+IOCMHdYTK+WV1idTqidNU+gs6VWevvy28kPllK+UV5r2lXSmWod8pGuZeaaRX+mxrlQGjYfKxjzK8ajJRb7Fy1dJNn3VlAcu5blIu33Ap4fuTXN9frEEQpzaqD/ynPvd9rO2Y2Lelr/ly+vIUE6jZNixUaez8IUDI3f5Qa1gDHLgb0fJxH48H6Ta3rZ06OBBHaq3li+1r7zUxXRV97B5kEeiEtBpR6mWPgI+PSjPdKVn5VOsG58CfN1rHjxSXTpapvklT2nkbNv+9p1Lrb5G5/nX6iM9lilfSku8JZrKxvq+MmWVD/muAzLkj6nWUXcppRzr+solPpWp5SmnqfIqvZSPvLFckgGtxKc0zdf4o+4oQznQSwfrqackzzqkiOc6QoX4iB1rybNLPKcO7oCLvsT4i9gLUEbeBOQK69TSumN+4CvE8lZvBm+Y9aD2gX61heZZF/nZJ9ZruZQv6Szx7UJjG9pXpUE3y2xHeZXWl++rZztMyY9UaZqv8Qyhk2esvi65qCuWKYu0q+426kttlPqkNOSHHHqezI/RQ5ld0tgedCmNuks01h06vVNwVjKIGoN5pLUjGoh8kT6mzHZrMmxjTKq6VP+QPGXJy5R0ppGOsh7gU55aPvLFssp11UW+Ll7UtQd38cojTniIQhe/uCY+fGnllEQ8SAF88oM+rT3gwxVfZ19tbqvf9g1tcSqkTFfhxiAtXwJ+yw0/0sMZ+nMbqW86OvZERsryYnDwDD1oh6H8ykdZpKCzrDwxT54oE8uqL9ZRRwmcsS7Kq45SHeXGphFs3eTpljp1MU19zNdkfZRt5YelPpHGVPsWabFM3kiPZfLFtMQHWt8R9bBc08f6mGo7rIs6YrnGB7ryMs80yikd+dKhMqxXGvNIVR/plCnVkYdpjadGp1xMtc1aPsqgXGpHaZqv8Ue9UaarnrxMYxug8wAg0mnhoGOUDGk7FXzHeM6+ss0WQDGm55iMevKmfuEjG3j4cY38OU19LcTz9EFQNoAqnT/bWWszfhzU515HXdTRV2bbu6Rsg2nXOcZ2ogzKPMirPCWa1tfyUa7Gp/QoUyvX6CVd5NU08nWVu+pUJ/ORn3RNu3i66qAD9ZEnlsmnbdZo5CnpUJm+eurZNdV2mGequks0rT9k/lbAWTxBLdfyOGmtoxFKNNZRpo+H/OAbe1C2lI5pl31VPSqvefIoTfMlXZFGfqa1em0LvHqwrku2pp+ypXptQ/N4aCZ+me9P+bj5x/Xjx+khy3bSV9j80I1fTGP/9cUhPtTZXtKb+6F9ZJ59pTzoaYRNd30sPIjZ3750rR+ip0aP56h8tTxlUK+H9q1LFnwlcEYZptpO1K08Wjcuvxwdg6503H/YrADb5rTGBNQK0xq1L9Sl/VCa8pKnROuqq/HX6NSl6VBe8jGFDuaZql7Wsy6m5CWdZaaRXiv30bVe82wHKeisiyn5SGe5Jsf6Ej/rNAVf7VC+Wn5MO1GHymoefLEcZYfwlHQoTfPUD9ri4nnD+IxYm2gyvRG8+4jnbL8rnvNDX+KVqeql+A0exnPOhmAben5j8iVe0KC3dpRk2I8+Gcpuk9baYH9LKduhrPIwzzqmlGG9pqxTXs2zviSjtCgTy8qrOpkfw1/ipX7U6UH9rGeZOpR3aJ46ulLqr/FoW+QpyQylQUeJV3X31ZN31zS2wzJT1V+iaf0h87cCzngCOFEepMVUjaF58pVorEPap195S3nqZ1riqdGGykQ+lHnUdIOucpqPddShPNTfl5ZkS/qj7pKc8oypTw/yJ4/TegTqQMqvm2lqCr7G5gd8miqIDTmww2KetgIaR7bwlVanz/B8oHPI0erMLxbtA1u/rnKUD5t7ZD6eM9vT8tg87RDlavTYpvLV8lGmr6x62K8+cAaZkhzlD5PKmrPCbpI32DBEpkKyf+wry2P6to0M9Ee5WO7rw1B+5WM+ptpWrY508sZyja58tTxkWceU+rSuRIv8Q8vKh3zXoe1qf1QHeUo01mm6C5/Kal77FvNsO/IrHXWlI+oq6QCtFM9vrhfL+Hy+HEFLo1g7xHP2l31qZ1XISFjqCzZ64jMCmzzlETyCM55nivGY9ZDjedfaZbat59+VZxtMKc9UZUlDSjpTpZX4lEZelY31sVzjjXSUSzRtkzzkY7mvTfJRLvJrmbyRhnKffF+96tR8lIvlMbwqq3nVgTzrmMb6WCYf0tqhMsrf1x55VV5lSO/iY5+Ul7RSSr5tU+1LLU/dWk/abaUHBWfxJIaeKPhqvDV6bGvbMvUzHaNnGxnoHyoX+VhmGvuqdM1rm5FOHZEey+RTXWv5jlEmyqpO5lN6dZ12ZGz1yYJs1C9eXKYHbPqdnPywBZ060oNff5AU68deYmv81XqDljePQiUwJw9yArDU3uXlcnfIvMaAdUwTz8uXq/YL1zS2RxsMTWvyNXprO5kqA97SoX2I+mK5ixd1feAsysf+aD3yXe1H3npZ1qGNBGeqM/a1q29ap3nVV8uTn2mJD3VjD9WjupmPqfIzT56h5RJfl45aHelIawfbQkp+0vrKNb6oK+opyUWeWKZO0MccbKtLnjyxTZaZko8p6UxJb9MwhY905df8Wn2O5209dtXFz55wZsOL5XbzGs8pn1IAuZ54rvxopxTPQUebaAfTEgngSGeapsjneA6aHtoO8qgjrZSnLHmYKi9pTGt1pDMFv+a75JVP85SJaY1nKL3EB5rSNR/bZ3kID3jJx5TyTGv0Un0fL2WYkp8p6TGN9bGs/EPqunj6dHXJso4pdcUy6CVa5O/iibwsx7RLB+q66qMulMnPVGnKr/VKv438wcFZPLm+Mk868vXRWb9LGtuM5T7dY/gj79gy+xLlSEeKOj1iHXmUznzUG8vkizrAl6aVYA0YHoL4rbHr5e+QqYzKcaSJKfuc+AnMuKsW13rl3zlbXL1KD8**rH5A9BYP5a24JfF4PF8Up/1BSCMii1fJJbTLNmWpno+MV8qp3OT6Yld5dhX5R1ap3y1fKmfyqvtlnhBGwvOVGetrRpdZTUfpymmPrXTFgWoZfuv15cDN/THfsQy+1Cil2jkL6Vj+aljiFyJJ9JiuaY/8sWyyqEu1g8tRz7oLdG0PeZLvDXZSEdZaZqn/i5aqY5ypXQofx9frEc50th+pMcy4znoQ+M5ZBjP0U6rk7sy5mnoaXYD13vhI1qO5+zbzcB43vLntkrxHH3gBzXGc6SJzp0ZZYOSts/ygUvb4XmRjynpkVfLylui1+qVF/kSXx+tVB/1lspj5CIvy0xrfS/RVaZUH2mRP9ajrMdYfpVlvqSDdUwjTyyTD2mtLtJjWXWM0UM51ad56gItHpQtpVFHiYe6tS7KxXLk7apXXs1HmVgGb4mmOg6ZPxg440kx5UnEcskA5GFK2RKv1rG+JBf5YrkmU6NHebZdoiuN+piyLpajvq76Ul2XfOSP5ShbKoPGQ+WRT185CaKQYov5AkCjHOfzt9MW5QHJttMURk5ByRuBrO3SyBuJWyTnzTr4EMaXVPaXOrWMfLtOTUbQ0vmwzEXsL1+2U2NqunhubCOWSS+lkTeWVWZonfIxj5R56uwrkw9p5AWtD5xpm1E+ltmWypDWnYY1Z2H3yI0foQ717Afb1bK2S3ofjfUlftZpSj6mWteXHyJT4om0WGa7Std8rGcdUh7kYUoelpFGGstMycsyU9KZKl3zsT7WxbLyl+pKNJVhfmjapW+oDvBFPbFMXSX6Gg3xNH8IA10P6mBKuRRHAb4y6IpTyhevrpZT0qEXRyWeJ70D4zn7gHStH4zdBGFSRtv4aJf4w0wP1UPd1Ms6LZNG3pjWeIfSVR9kKMc01muZeZUjrSulbqbg1TxlazTSmUZ5pWtdjc72lDfmS+UarYveV4d6HuwvU9JjGutjWflLdSUaZGr0rrouGfYj8sRyl36tK8mxDaYlHqVpnjKa9tUrL/LkZ0oayvGIsrdVvnVwxhOLRumjl+pJ05SGVVpfXvtS4u2rp8wQPvIwpSxTpTPPVHmG0MivaZRjXaSjHA/yxrSVzQ+4dq0XH4T4Iqo/0By+REIeD2i2d/3saQvmVDd50voEALjaSBi/zrL9sGUz+s+2hqR42UijgHnL5Or5FwI2edvzEB7WxVR5NR/5UK7Vk860JFuigT8eJb6utpVfdSmd8lqPfORhuauOPPtItT9Rn9Yxrzyk9aUqo3nK9dG0PuahI9K0XKov0SBToitN82yDNKakx7RWH+mxXOpXH09XfayL5dheqb50buRDynzkK5XH8JbkSavqQcwUIEL+mCZ54UMZx/JjV3c8T79ZxingBGjx41wGXdz1MO20W2iP7Xal2nfwsZw+6MkzoO1/iOfUTTmmpGvKulIKvhIdtFhHncpf4mE9+Us8Wsc85XZJ2RbTqEvpmgcfy0wpq2XNd8l0yUYd5I1piQ+0IUfUxTJlWUZaorGedZqyLqbgUVosax3ypfoSjXJddWN4yKspdEf9JVqU0XLMR31a31WnfMxHfpaZkg9piab1h8wfBJzFE0K5dMQTi3Jar/JK3yVPnUN0dPGyDmmXrlivcpqv6SBPrR70Lh7U9cmyHrwJkGBBNL8uBmAR28KDFrT0AJeHIsCabtYR+5n6Jb83Rr1dKftJXVpGPj2YOXUG4EyAXE0mvVRwamNeDJ76Ji8WqSzgkn1k+ywrX6lO+Ur5ah8L14D6mca2S/ojrUuWdUwpy/K2aamf2+q6Dbl99LekY4g9yRPl43n31Y/lj/pYZhr1oYy6vvooV5OJemKZeiKdZabk0xR1sV7LpXrIKw/1kbdURxnyUKaU1uRLvCUa29jQc3WV4jnrSzMZVB/40rosnYHAmB7iOXVqm8i3z4EM0JSvlNf2Y74vnoNf20/y+pGOsx7wkVDieWxHy1FfLCsv86XzIo08SKOuWCZvjd5V3ydD2a406kC5dFBH5CddU8qDpnmWS7zkY6o8Q/KUQzqEP/JEuaH6SnwlXaX2lI96Il+pHHlLeshTSqNOlY91saz6Yp2WI18sKy/yQ+qjTFcZ+rrqj6nuIODsmE7QfVkNvw+2hU4lSdMTH/c/0PAgfPpsuQMXp6vwYZ7T0uhZ26dFnlbIlwHssCgPUch2ygfQAjCWptdAH3QFcNa2G+TS7lyYtiht13hN38K3gr1tQ9vQPnBgH3A8dzx33J3MS7nj4YHj4UTuBYOziVyoW71hMYpFkIT04rwX3LRfNjHi9PLlclOQZ0/Xvp4CLHWBpLUvtfw6y+uTp+OMskP+8dO45mGUDrbv1A83+4B9YIo+4Hhuv52i37rP9tsT9gGDsxO++DWQgumMCs7SDl09dgI4S3wccQIwurhY6RkyenZ1veIHOEubeKy2v6/113R/abIP2AfsA2UfcDwv28X+YrvYB+wDx+oDBmc9oONYL9yh+oWpgytg9jTl0zb0I+2URsHCtMa09gyAqzbFENsm88ejAc56RtoOZQPrdcC2D9gH5uADjuf24zn4sc/BfnxqPmBwNhJ0zNpBZFMObjOcABV+q6xkJ4yOYddEjpaBBzSMvAGYcWqkgrSe9V/Ql7ZXxmYe2IK/BuRK/TGtfJ1sF9vFPnB6PuB4fnrX3Pe5r7l9YBY+YHBmR86OvFj+3gwAFUat8q5WAEhpeiEAWABKCUhxuiIAHOq5Q1aelrgcCZO1Z9g5UcFcyf54qUC7L17M4iYrAtvSeZvm620fsA/sxQcczx13PdpiH7APTNUHDM728iCcwQ2wuG6uz5e7La5NY+RIFkAYNvsAYCK4ur5eTkPMPziK0TKOpHH92dq0mqyjle+yPYBeAINTvcnc7xncH12+6joDqmPzAcdz++Sx+aT7Y5+0**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**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
请问98路现在到二乔路地铁站吗?

平淡淡 发表于 2021-12-28 16:04

洛阳地铁2号线

平淡淡 发表于 2021-12-28 20:47

hnly 发表于 2021-12-28 17:09
有点距离也是正常。

问题是原来到的,故意不恢复原线

寻梦拉萨64233 发表于 2021-12-28 21:39

为啥一定要恢复到邙岭大道上呢?邙岭大道以后将是洛阳市的环线快速路,以后估计不会有公交站了

平淡淡 发表于 2021-12-29 07:31

寻梦拉萨64233 发表于 2021-12-28 21:39
为啥一定要恢复到邙岭大道上呢?邙岭大道以后将是洛阳市的环线快速路,以后估计不会有公交站了

咋会呢,快速路还有快速公交呢!

洛阳市公交集团 发表于 2021-12-29 11:21

尊敬的“平淡淡”朋友您好:
      目前覆盖二乔路地铁站周边运营的公交线路有1,51,98,您可选择乘坐。公交集团将逐步优化二乔路地铁站周边的公交站位。

平淡淡 发表于 2021-12-29 11:51

洛阳市公交集团 发表于 2021-12-29 11:21
尊敬的“平淡淡”朋友您好:
      目前覆盖二乔路地铁站周边运营的公交线路有1,51,98,您可选择乘坐。 ...

原来98到跟前的,现在成功避开了

迎春64754 发表于 2021-12-29 11:56

公交公司垃圾公司。

jajaja 发表于 2021-12-30 11:52

公交公司
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