1. Milwaukee Pysäköinti
  2. North Jefferson Street

North Jefferson Street Katupysäköinti

Osoite
From East Mason Street To East Wells Street
Milwaukee
Näytä Koko Kartta

Katupysäköinti North Jefferson Street
Osoite
From East Mason Street To East Wells Street
Milwaukee
Hinnat
Section #1:
Ma-La
2am-6am
No Parking
Ma-La
6am-8am
Ilmainen
Ma-Su
8am-6pm; Loading Zone
No Parking
Ma-La
6pm-2am
Ilmainen
Su
6pm-8am
Ilmainen


Section #2:
Loading Zone
No Parking


Section #3:
No Parking


Section #4:
Ma-La
2am-6am
No Parking
Ma-La
6am-8am
Ilmainen
Joka Tunti
Ma-Pe; 8am-6pm; 2 Tuntia Maks
$1.50
Ma-La
6pm-2am
Ilmainen
2 Ajat
La; 8am-6pm
Ilmainen
Su
Ilmainen


Section #5:
Ma-La
2am-6am
No Parking
Ma-La
6am-8am
Ilmainen
Joka Tunti
Ma-Pe; 8am-6pm; 2 Tuntia Maks
$1.50
Ma-La
6pm-2am
Ilmainen
2 Ajat
La; 8am-6pm
Ilmainen
Su
Ilmainen


Section #6:
Ma-La
2am-6am
No Parking
Ma-La
6am-8am
Ilmainen
Joka Tunti
Ma-Pe; 8am-6pm; 2 Tuntia Maks
$1.50
Ma-La
6pm-2am
Ilmainen
2 Ajat
La; 8am-6pm
Ilmainen
Su
Ilmainen


Section #7:
Ma-La
2am-6am
No Parking
Ma-La
6am-8am
Ilmainen
Joka Tunti
Ma-Pe; 8am-6pm; 2 Tuntia Maks
$1.50
Ma-La
6pm-2am
Ilmainen
2 Ajat
La; 8am-6pm
Ilmainen
Su
Ilmainen


Section #8:
No Parking


Section #9:
Loading Zone
No Parking


Section #10:
Loading Zone
No Parking


Section #11:
No Parking


Section #12:
No Parking


Section #13:
Ma-La
2am-6am
No Parking
Ma-La
6am-8am
Ilmainen
Joka Tunti
Ma-Pe; 8am-6pm; 2 Tuntia Maks
$1.50
Ma-La
6pm-2am
Ilmainen
2 Ajat
La; 8am-6pm
Ilmainen
Su
Ilmainen


Section #14:
Ma-La
2am-6am
No Parking
Ma-La
6am-7am
Ilmainen
Ma-Su
7am-9pm; Loading Zone
No Parking
Ma-La
9pm-2am
Ilmainen
Su
9pm-7am
Ilmainen


Section #15:
Ma-La
2am-6am
No Parking
Ma-La
6am-8am
Ilmainen
Joka Tunti
Ma-Pe; 8am-6pm; 2 Tuntia Maks
$1.50
Ma-La
6pm-2am
Ilmainen
2 Ajat
La; 8am-6pm
Ilmainen
Su
Ilmainen


Section #16:
Loading Zone
No Parking


Payment

Luottokorttimaksu

Operaattori City of Milwaukee
MKE Park ID 451-458; 460-466
MKE Park ID 468-469
Huomiot

For night parking from 2am till 6am an overnight parking permit or temporary overnight parking permission is needed.
Show Probability