1. San Francisco@13 Pysäköinti
  2. Taraval Street

Taraval Street Katupysäköinti

Osoite
From 19th Avenue To 20th Avenue
San Francisco@13
Näytä Koko Kartta

Katupysäköinti Taraval Street
Osoite
From 19th Avenue To 20th Avenue
San Francisco@13
Hinnat
Section #1:
No Parking


Section #2:
Joka Tunti
Ma-Pe; 9am-12pm; 2 Tuntia Maks
$1.75
Joka Tunti
Ma-Pe; 12pm-6pm; 2 Tuntia Maks
$2.25
Ma | Ke | Pe-La
6pm-9am
Ilmainen
Ti | To | Su
2am-6am; Street Cleaning
No Parking
Ti | To
6am-9am
Ilmainen
Ti | To
6pm-2am
Ilmainen
Joka Tunti
La; 9am-12pm; 2 Tuntia Maks
$0.50
Joka Tunti
La; 12pm-3pm; 2 Tuntia Maks
$2.25
Joka Tunti
La; 3pm-6pm; 2 Tuntia Maks
$0.75
Su
6am-2am
Ilmainen


Section #3:
Joka Tunti
Ma-Pe; 9am-12pm; 2 Tuntia Maks
$1.75
Joka Tunti
Ma-Pe; 12pm-6pm; 2 Tuntia Maks
$2.25
Ma | Ke | Pe-La
6pm-9am
Ilmainen
Ti | To | Su
2am-6am; Street Cleaning
No Parking
Ti | To
6am-9am
Ilmainen
Ti | To
6pm-2am
Ilmainen
Joka Tunti
La; 9am-12pm; 2 Tuntia Maks
$0.50
Joka Tunti
La; 12pm-3pm; 2 Tuntia Maks
$2.25
Joka Tunti
La; 3pm-6pm; 2 Tuntia Maks
$0.75
Su
6am-2am
Ilmainen


Section #4:
No Parking


Section #5:
Joka Tunti
Ma-Pe; 9am-12pm; 2 Tuntia Maks
$1.75
Joka Tunti
Ma-Pe; 12pm-6pm; 2 Tuntia Maks
$2.25
Ma | Ke | Pe-La
6pm-9am
Ilmainen
Ti | To | Su
2am-6am; Street Cleaning
No Parking
Ti | To
6am-9am
Ilmainen
Ti | To
6pm-2am
Ilmainen
Joka Tunti
La; 9am-12pm; 2 Tuntia Maks
$0.50
Joka Tunti
La; 12pm-3pm; 2 Tuntia Maks
$2.25
Joka Tunti
La; 3pm-6pm; 2 Tuntia Maks
$0.75
Su
6am-2am
Ilmainen


Section #6:
No Parking


Section #7:
No Parking


Section #8:
15 Min
Ma-Pe; 9am-12pm
$0.44
15 Min
Ma-Pe; 12pm-6pm
$0.56
Ma | Ke | Pe-La
6pm-9am
Ilmainen
Ti | To | Su
2am-6am; Street Cleaning
No Parking
Ti | To
6am-9am
Ilmainen
Ti | To
6pm-2am
Ilmainen
15 Min
La; 9am-12pm
$0.13
15 Min
La; 12pm-3pm
$0.56
15 Min
La; 3pm-6pm
$0.19
Su
6am-2am
Ilmainen


Section #9:
No Parking


Section #10:
No Parking


Section #11:
No Parking


Section #12:
No Parking


Payment

Luottokorttimaksu

Apple Pay Accepted

Operaattori San Francisco Municipal Transportation
Huomiot

Max stay limit may vary
Show Probability