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泉州公交车司机林敏聪:热情开朗 常把笑容挂在脸上

来源:闽南网 2016-07-18 17:31 http://www.mnw.cn/

  闽南网7月18日讯 (闽南网见习记者 梁君栋 邹露露) “是兴趣,让我在这个岗位持续工作了24年,未曾动摇。”7月18日上午,初见林敏聪师傅,闽南网记者的第一印象就是热情、开朗、亲和力十足。

图为林敏聪师傅

图为林敏聪师傅

  林敏聪,男,今年50岁,家住泉州市区,是泉州市公交集团第四分公司K202路(原9路)的公交司机。

  “早晨5:50分第一班从文化宫发车,我早上就必须在4:30分起床。晚上7:20分最后一班从南安官桥发车,8点多才能到文化宫,一天四趟,近200公里的车程。”林师傅告诉闽南网记者,这就是他一天的工作。除了每个月公司安排轮休的四天,林师傅基本上天天忙于和乘客“打交道”了。

  林师傅告诉闽南网记者,自己从1992年开始从事公交司机行业,刚开始跑的是市区内的公交,从1996年至今,则“奔波”于K202公交(原9路)泉州文化宫与南安官桥之间。

  对于印象最为深刻的事情,便是“送交通事故伤者上医院。” 1993年的某个晚上,少林路上,林师傅已经收车了。在回场的路上,夜路较黑,行人、行车较少,有辆边三轮车车主疑似醉驾撞上了路边的石墩。车主伤势较重,虽然已经下班,林师傅毫不犹豫,立即用公交车将伤者送往医院。

  送完伤者进入医院后,林师傅方才安心离开,未曾留下姓名及联系方式。说到此,在座的乘客也是纷纷“点赞”。

林敏聪师傅在打扫卫生

林敏聪师傅在打扫卫生

  生活中的林师傅,也始终秉承助人为乐的信念。有一手修车技术的林师傅,习惯性地会在自己的电动车内放置打气筒和补胎器具,以备自己或者他人的不时之需。

  林师傅告诉闽南网记者,曾经有好几次,他就在路边帮忙路人补胎。前些时日,正值放学时,在红绿灯路口,有小学生的自行车掉链了,林师傅便跑过去,修理好自行车。

  20年来,不变的是林敏聪师傅的笑容。“工作再辛苦,看到乘客的时候,我也会笑脸相迎,这样一来,乘客的心情好了,我的心情也会更好,辛苦的工作也会觉得值得的。”林敏聪说。

【“泉州十佳文明公交驾驶员”评选】

  目前,2016年“泉州十佳文明公交驾驶员评选”活动正在火热进行中,该活动旨在树立公交文明服务典型,增强驾驶员安全文明服务意识,营造文明和谐的公交出行环境。

  活动期间,闽南网将全程进行跟踪,推出文明公交驾驶员事迹系列报道。

  本次评选活动由泉州市交通运输委员会、泉州市国资委、泉州市交通运输集团主办,泉州公交发展有限公司、闽南网承办,交通银行股份有限公司泉州分行协办。

  了解更多详情,请关注闽南网(www.mnw.cn)、闽南网微信号(mnwmnwmnw)以及海湃新闻客户端等。同时,也可关注泉州公交微信、泉州公交车新浪微博、热线电话0595-22172918等平台。

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