THE SITE
PRECEDENTS/CASE STUDIES
ALLEN LAMBERT GALLERIA
IN BROOKFIELD PLACE
SANTIAGO CALATRAVA | TORONTO
Santiago Calatrava's innovative five-story gallery structure, seamlessly integrated between existing buildings, stands as a striking addition to the Brookfield Place office complex in Toronto. Its uninterrupted roof structure not only offers weather-protected spaces connecting the existing buildings, but also hosts vibrant retail and restaurant outlets, creating an engaging commercial environment. Brookfield Place not only serves as a focal entry point to Toronto’s underground pedestrian walkway, 'P.A.T.H', but also acts as a cultural hub. The gallery acts as a dynamic transitional space, facilitating seamless movement and extending the experience into the bustling streetscape.
PALEY PARK
ZION & BREEN ASSOCIATES | NEW YORK CITY
Paley Park, nestled in midtown Manhattan, is a privately owned public space meticulously designed for visitor comfort. This serene oasis in the heart of the city was created as a tranquil escape, with every detail carefully considered to diminish urban noise and cultivate a peaceful environment. Despite its location in the bustling center of New York City, this urban retreat sees daily heavy usage by both passersby and locals, highlighting its popularity and significance in the community.
MELBOURNE LANEWAYS
MELBOURNE, AUSTRALIA
Melbourne is brimming with diverse and imaginative laneways, each adorned with local businesses ranging from cafes, restaurants, bars, boutiques, and vintage stores. These vibrant spaces serve as hubs for students to socialize and foster a thriving art community through their captivating street art. Despite their narrow physical dimensions, these laneways create intimate urban spaces that successfully nurture a strong sense of place and community within Melbourne. Each laneway boasts its unique characteristics, shaping the perceptions and experiences of pedestrians as they explore the city.
MAPPING - DOWNTOWN TORONTO
SITE: TORONTO DOWNTOWN WEST
SITE
BOUNDARIES
BUILT FORMS
INTERSTITIAL SPACES
