天空之神 發表於 2022-3-16 13:03

Snoopy@FB8617 發表於 2022-3-16 12:31
8X基本上可以當係19既短棍
77同99有咁既關係咩?

對面海果間叫你搭對家,叫你轉車都做得出啦1/2/6 無直接一程替代都照收

呢個關係 77/99 唔差好遠,差在屎水會唔會做
96/99 都可以擺上 RPP 啦

我無話過支持 cut 任何一條

brianso198 發表於 2022-3-16 13:05

本帖最後由 brianso198 於 2022-3-16 13:09 編輯

天空之神 發表於 2022-3-16 13:03
對面海果間叫你搭對家,叫你轉車都做得出啦1/2/6 無直接一程替代都照收

呢個關係 77/99 唔差好遠,差在 ...
96同99上RPP同77/99應否合併係完全兩回事
如果要實行RPP方案, 要合併係96/99而唔係77/99囉唔該


先recap返#2講左咩
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

然後而家你又拎對家出黎講

根本成單野係屎水自己既問題, 抵鬧喎


Snoopy@FB8617 發表於 2022-3-16 13:24

天空之神 發表於 2022-3-16 13:03
對面海果間叫你搭對家,叫你轉車都做得出啦1/2/6 無直接一程替代都照收

呢個關係 77/99 唔差好遠,差在 ...

對面海咪俾人鬧到飛天囉

77同99都叫唔差好遠既
直頭2A+38+42+72+77+96+99+592連城一線都得添

hp8961 發表於 2022-3-16 13:36

nwfb94A 發表於 2022-3-14 01:08
唔識開聯合班次都唔係第一日嘅事lu
上一波假日減班, 薄扶林線返南區方向(7,91,90B)成日一齊嚟
送車尾就全部 ...

第五波疫情各自開30分一班,三架一齊到,玩死田灣香港仔啲客

之前cap落:

kay 發表於 2022-3-16 13:42

hp8961 發表於 2022-3-16 13:36
第五波疫情各自開30分一班,三架一齊到,玩死田灣香港仔啲客

之前cap落: ...

但就算20分一班年代
如果瑪麗等車
都係一係無車
一係全部到晒

薄扶林真係有行聯合班次
都只係4/4X但4X都停左
當然依家既40/40M開緊30分一班
但兩架車一架開00 30一架15 45

所以睇屎水心情

hp8961 發表於 2022-3-16 13:49

本帖最後由 hp8961 於 2022-3-16 14:11 編輯

kay 發表於 2022-3-16 13:42
但就算20分一班年代
如果瑪麗等車
都係一係無車

薄扶林線成日拖卡到瑪麗多數都係因為皇后大道中多上落,行最前嗰個又唔願做慢慢行,後面又唔爬頭要陰前面,所以去到瑪麗多數都拖,巴士公司冇得搞。以前通常15至20分一班,啲客通常都係等三四個字。

但係而家疫情底下,啲車疏到半個鐘一班,其實係應該執下時間表,唔好咁樣一齊開車,仲要7 91都係同總站。所以你見我cap圖係cap頭幾個站,唔係cap瑪麗。

但現實係屎水好多單都係就算同總站開都要兩架一齊開,然後兩架下班都係30分鐘後,睇得出佢係特登唔去夾。

不過公道啲講,第五波底下都仲有啲佢有夾過嘅,例如深灣䦕嘅72A 75仲有聯合15分一班,之前未停96時利東䦕嘅96 97各自開半個鐘一班有時有聯合15分一班(但都見過係25分->5分->25分),不過回程就真係成日都夾埋一齊到,但唔同總站開冇計。


天空之神 發表於 2022-3-16 18:41

brianso198 發表於 2022-3-16 13:05
96同99上RPP同77/99應否合併係完全兩回事
如果要實行RPP方案, 要合併係96/99而唔係77/99囉唔該



呢間野連學對面海大刀闊斧既心態都無又無開源既能力
連保留實力都不如

屎水繼續都係亂做既心態
真係不如迫人上貴車/ 迫人上另一架車好過
營運環境咁惡劣都仲係咁做

D 客點會唔走
前朝留落黎既野
唔怪得中巴新巴過往點做交通,競爭大回報低
唯有大刀大刀落手
用盡香隧口同瑪麗削蝕錢線先救到

其實 77/99 由筲箕灣一路平衡到清風街
同 38/42 就北角重疊各有各做,去到銅鑼灣又同 72 齊齊返華貴田灣
就知道呢幾組線有幾好做
削平衡線,加強轉乘同埋重新組合路線加強班次
最低消費都要 49X 全日香隧轉乘做大塊餅先啦

就算要 2A 拉返落山取代埋 77/99 是但一條既升降機功能
都除笨有精

brianso198 發表於 2022-3-16 19:26

本帖最後由 brianso198 於 2022-3-16 19:27 編輯

天空之神 發表於 2022-3-16 18:41
呢間野連學對面海大刀闊斧既心態都無又無開源既能力
連保留實力都不如


東區黎講而家第五波最慘果批係堆新界東過海線
連948E 988都客量大跌 得933 989叫做維持得到

更加咪提682B呢D本身除左幾班車之外霉開


用682系為例, 除左減左堆支線班次佢仲識唔識做其他野?
682B呢D根本只需要開幾班車夠數 偏偏佢只係減到2000就算

其實呢, 2A做哂77 99 D野我無所謂呀,不過而家佢有無做呀

佢只係識得做25 27 682B呢D線 講收車呢幾條都應該比77 99收左先

而家鬧左佢一獲之後 77 99日間終於識夾返班次 雖然個別都夾得唔好不過我唔怪佢
一條開20-25一條30根本無得夾 但已經好過幾日前兩架齊開30 兩架一齊筲箕灣總站出發

其實呢波搞成咁 我絕對唔介意減班 但同路既可唔可以夾返岩個班次畀班客好上車D
好過條條半個鐘一班全部車一齊到

薄扶林果堆又係咁 77 99又係咁

咁你間公司玩緊咩? 玩火唔係咁玩的

九龍公司1 2 6呢D線停一樣大把人鬧
但觀乎第五波 九龍公司收 2 6 唔係錯數 1號就好明顯有問題


如果佢有做35A 234X 42A臨時雙向分段既話, 已經係最大程度減低影響
不過佢無做呀嘛 所以大把人鬧九龍公司係好正常


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