320 James St N

Space

700

Square Feet

About ALL INCLUSIVE-RENT

$1,600 ALL INCLUSIVE RENT ! ! ! !   No extra unpredictable monthly expenses..........
TONS of foot traffic on their way to & from the NEW West Harbour GO TRAIN.....
Hamilton' s AWESOME monthly Art Crawl is LITERALLY right at your front door!!!!!

COMMERCIAL SPACE  -----  suitable for RETAIL or OFFICE or ACTIVITY  space   ----------  
FOR LEASE now or December 1st....
 
Suitable for:  ART GALLERY or STUDIO, RETAIL SHOP or OFFICE  or  .... A C T I V I T Y  --- S T U D I O   such as a  YOGA STUDIO or PILATES STUDIO  or  CHIROPRATORS OFFICE  or  REGISTERED MASSAGE THERAPIST OFFICE  etc     (No restaurant or cafes - not zoned for food preparation or serving food or beverages).....

(((((   METERED  STREET PARKING --  NO PARKING ON SITE    )))))) 

Renovated, clean space ready to move in and make it your own!!!!! 
Large open area as you can see in the pictures.......... 
Small side room/closet suitable for a change room or storage........... 
Separate lockable room suitable for an office, change rooms, storage etc.......... 
Downstairs bathroom as in pictures.....................

Credit check and lease required........
First & last month rent deposit required. 
..
$1,600 ALL INCLUSIVE PER MONTH
(((((((no extra utility or tax expenses))))) ......
Non Smoking Building ..........
Call Maria at 905-529-5231 to view this great commercial space.............................

((((THIS SAME SPACE IS also listed on this web site as a RETAIL  space to facilitate searching for this multi use space ----- THERE IS ONLY ONE SPACE FOR LEASE, CAN BE RETAIL or OFFICE SPACE  or ACTIVITY SPACE ))))))))
  • Monthly Rent: $1,600
  • Floor: Street Front
  • Size 700 SF
  • Type Office
  • Gross Rent $27.43/SF
  • Base Rent Undisclosed
  • Additional Rent Undisclosed
  • Lease Direct
  • Availability Now
  • Last Updated Nov 01, 2015
  • Verified On Apr 22, 2016
  • Source Maria
  • Total Available Space 0 SF
  • Direct Available Space 0 SF
  • Sublet Available Space 0 SF
  • Min Divisible 0 SF
  • Max Contiguous 0 SF
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