• 検索結果がありません。

Tram Bus Access Chartpdf はこだて公共交通楽旅まっぷ | 函館市

N/A
N/A
Protected

Academic year: 2018

シェア "Tram Bus Access Chartpdf はこだて公共交通楽旅まっぷ | 函館市"

Copied!
1
0
0

読み込み中.... (全文を見る)

全文

(1)

 Hakodate Ekimae Hakodate Sta.

−−−−−−−−−−−−−−−−Bonimoriya-mae ( 4 minutes)

Tram・Bus Access Chart

Hakodate Sta. /Hakodate Asaichi

Goryokaku Sta.

Hakodate Airport

Seikan Ferry

Tsugaru Kaikyo Ferry

Mt. Hakodate Ropeway

Old Public Hall of HakodateWard Motomachi Park

Kanemori Red Brick Warehouse

Goryokaku Park/Goryokaku Tower

Yunokawa Onsen (Tram Street)

Yunokawa Onsen (Isaribi Street)

Kosetsuen

Trappistine Convent

↓Connecting at Hakodate Sta.↑JR

[T]Airport Line

direct line 101,122

−−−−−−−−−−−−−−−−4,14,94,103

↓Connecting at Gas Gaisha-mae↑ 16,21,81,112

1,41,94,103

↓Connecting at Gas Gaisha-mae↑ 16,21,81,101,

112,122

direct line

[T]Ferry Line

−−−−−−−−−−−−−−−−4,14,94,101,103, 122,123,132

↓Connecting at Gas Gaisha-mae↑ 16

16 1,41,94,103

↓Connecting at Gas Gaisha-mae↑ 16

[T]Airport Line, 96,  

↓Connecting at Hakodate Sta.↑ ,

↓Connecting at Hakodate Sta.↑JR

−−−−−−−−−−−−−−−−direct line(Jujigai)1,

(Bonimoriya-mae)1

1

[T]Airport Line, 96,  

↓Connecting at Hakodate Sta.↑   

(Bay Area-mae)

[T]Airport Line

5-1,6-2,25, 33,50,59,60, 105,106,130,151,

,

(Goryokaku Koen-iriguchi)81, (Goryokaku)16,

21,112,122

(Goryokaku)16

↓Connecting at Hakodate Sta.↑,

−−−−−−−−−−−−−−−−direct line    

7,10,

direct line 21,112

−−−−−−−−−−−−−−−−16,81,122

↓Connecting at Goryokaku↑

direct line

−−−−−−−−−−−−−−−−16,21,81,122112

↓Connecting at Goryokaku↑ 10,10-6 direct line

[T]Ferry Line

−−−−−−−−−−−−−−−−16

↓Connecting at Goryokaku↑

(Hanabishi Hotel-mae)

[T]Shin-Hakodate-Hokuto Line,100,

[T]Goryokaku Line 41

6,96, ,

[D]Yunokawa Line

[T]Airport Line,

[T]Shin-Hakodate-Hokuto Line,

[T]Goryokaku Line, 96,100

↓Connecting at Hakodate Sta.↑, 6,96,  ,

[D]Yunokawa Line

↓Connecting at Hakodate Sta.↑   6,96,  ,

[D]Yunokawa Line

↓Connecting at Hakodate Sta.↑JR 6,96, ,

[D]Yunokawa Line

14

16,21,81,112,

↓Connecting at Goryokaku↑122 14

↓Connecting at Goryokaku↑16 14

↓Connecting at Yukura Jinja-mae↑   14,34

(Goryokaku)14

34

6,96,

↓Connecting at Yukura Jinja-mae↑ 14,34

↓Connecting at Yukura Jinja-mae↑41 14,34

direct line  ,10

−−−−−−−−−−−−−−−−

↓Connecting at Yukura Jinja-mae↑ 10-6,59,112

↓Connecting at Goryokaku↑16 10,10-6,112

↓Connecting at Yukura Jinja-mae↑6,96 10,10-6,59,112 ,

Connecting at Yukura Jinja-mae14 10,10-6,59,112 , 94,103,JR,

(Bonimoriya-mae)1

Goryokaku Sta.

Hakodate Airport

Kitahamacho ( 9 minutes)

Ferry-mae

Kosetsuen

Connection discount of tram/Hakodate bus can be used when a direct line is not available or when service is limited.

(Connection discount cannot be used on some lines and when transferring to the Hakodate Teisan Bus s line and the Hokkaido Kanko Bus s line. )

When riding the tram/bus by paying the fee in cash.

At transfer-designated stops (such stops are circled with a double line on the back of the ■ transit map), a discount will be valid within two hours after

getting off a tram or bus.

●At the time of paying the fare of the first tram/bus, put the numbered ticket in the farebox and relate your destination to the driver. Then, pay the additional

fee and obtain a connection ticket. (It s called Noritsugiken)

●When paying the fare for the second tram/bus, put the numbered ticket in the farebox. If you get off within the ¥210 area just put the connection ticket in the

box. If you get off at a stop outside the ¥210 area put the connection ticket in the farebox along with the additional fare (designated fare minus ¥210).

When riding the tram/bus using an IC card ICAS nimoca nimoca ※No discount for other IC cards

If the transport mode is the same, (tram to tram or Hakodate Bus to Hakodate Bus) the fare for the second tram/bus will be discounted by up to ¥160. Please note

however you must get on the second tram/bus within 60 minutes from getting off the first tram/bus.

●If the transport mode is not the same, (tram to Hakodate Bus or Hakodate Bus to tram) the fare for the second tram/bus will be discounted by up to ¥160. Please

note however you must get on the second tram/bus from the designated transfer stop within 60 munites from getting off the first tram/bus.

Find your point of departure and

your destination in the pink boxes.

Where the row and column intersect are

your transportation options.

(Refer to the legend)

Connection discount system of Tram/Hakodate Bus

How to

read the

diagram

G

Goryokaku Tower & Trappistine Convent Shuttle bus

M

Motomachi Bay Area Sightseeing bus

R

Mt. Hakodate Ropeway Shuttle bus

S

Shiritsu Byoin Junkan

O

Yunokawa Spa Liner

T

Tobikko (Airport Line)

Sightseeing places

Closest tram/ bus stop.

Sightseeing places Closest tram/ bus stop.

↓Connecting at Goryokaku↑16

In this case, one has to ride the and then transfer to a Line 16 bus. In this case,

first get on a Line 16 bus+ and then transfer to a . The black letters inside the box indicates the connection bus stop and the arrow indicates the riding order. When wanting

to go to a destination noted below your present location a downward arrow ↓is depicted. When wanting to go to a destination noted above your present location an upward arrow ↑is depicted.

[How to read the table when wanting to make a transfer]

, , , ,

[T]:Hakodate Teisan Bus [D]:Hokkaido Kanko Bus

On foot

[T]Airport Line, ,96  G

,

M

M R

↓Connecting at Hakodate Sta.↑JR

−−−−−−−−−−−−−−−−direct line(Jujigai)1,

M R

G G

G G

M R M

O

O

(Goryokaku),

[T]Goryokaku Line100,

G, G,

T

M R G

M R

 (Goryokaku)

↓Connecting at Goryokaku↑ 16,21,81,112,

122

T  (Goryokaku)

↓Connecting at Goryokaku↑ 16

T

M

↓89 (Goryokaku) 98(Goryokaku Sta.)↑

S

G

G

G G

↓Connecting at Hakodate Sta.↑, 14

M R ,

↓Connecting at Hakodate Sta.↑   G

, M R

↓Connecting at Hakodate Sta.↑ 6,96,  ,

[D]Yunokawa Line

M R O

M   

↓Connecting at Hakodate Sta.↑ 14

M   

↓Connecting at Hakodate Sta.↑   G

M

↓Connecting at Hakodate Sta.↑, 14

M R ,

↓Connecting at Hakodate Sta.↑   G M R M R

O O

G

↓Connecting at Hakodate Sta.↑JR   G

G

T

 Trappistine-mae

−−−−−−−−−−−−−−−− Trappistine-iriguchi

( 7 minutes)

G

(Kokaido-mae→Jujigai)1 Ropeway-mae

−−−−−−−−−−−−−−−−  Jujigai Jujigai( 7 minutes)

Kokaido-mae Kyu England Ryojikan

−−−−−−−−−−−−−−−−−− Suehiro-cho ( 5 minutes)

Meijikan-mae

[T]Bay Area-mae

−−−−−−−−−−−−−−−− Jujigai Jujigai( 6 minutes)

Goryokaku Koen-iriguchi  Goryokaku Tower-mae

−−−−−−−−−−−−−−−− Goryokaku-koen-mae Goryokaku ( 8 minutes)

G

 Yunokawa-onsen Yunokawa Onsen

-Dentei-mae Hanabishi Hotel-mae

Yunokawa Onsen

−−−−−−−−−−−−−−−− Yunokawa-onsen

( 10 minutes)

M R

16,21,81,112,122

↓Connecting at Goryokaku↑

↓Connecting at Goryokaku↑16 ↓Connecting at Goryokaku↑16 ↓Connecting at Goryokaku↑16 16,21,81,112,122

↓Connecting at Goryokaku↑ 16,21,81,112,122

↓Connecting at Goryokaku↑

M R

↓Connecting at Hakodate Sta.↑  

−−−−−−−−−−−−−−−−direct line    

G M

   ,100  (Goryokaku),T G,100,

↓Connecting at Hakodate Sta.↑,

−−−−−−−−−−−−−−−−direct line    

G M R

,

16,21,81,112,

↓Connecting at Goryokaku↑122

↓Connecting at Goryokaku↑16

Tram

M ,

10 minutes ,

参照

関連したドキュメント

The idea is that this series can now be used to define the exponential of large classes of mathematical objects: complex numbers, matrices, power series, operators?. For the

Then the change of variables, or area formula holds for f provided removing from counting into the multiplicity function the set where f is not approximately H¨ older continuous1.

This paper develops a recursion formula for the conditional moments of the area under the absolute value of Brownian bridge given the local time at 0.. The method of power series

We present sufficient conditions for the existence of solutions to Neu- mann and periodic boundary-value problems for some class of quasilinear ordinary differential equations.. We

Analogs of this theorem were proved by Roitberg for nonregular elliptic boundary- value problems and for general elliptic systems of differential equations, the mod- ified scale of

Then it follows immediately from a suitable version of “Hensel’s Lemma” [cf., e.g., the argument of [4], Lemma 2.1] that S may be obtained, as the notation suggests, as the m A

Our method of proof can also be used to recover the rational homotopy of L K(2) S 0 as well as the chromatic splitting conjecture at primes p > 3 [16]; we only need to use the

[2])) and will not be repeated here. As had been mentioned there, the only feasible way in which the problem of a system of charged particles and, in particular, of ionic solutions