Osisko Development Corp. engages in the acquisition and exploration of mineral properties. The company is headquartered in Montreal, Quebec. The company went IPO on 2007-10-02. Its projects include Cariboo Gold Project, Tintic Project, and San Antonio Gold Project in Sonora, Mexico. The Cariboo Gold Project is an advanced stage feasibility level gold project located in central British Columbia in the historical Wells-Barkerville mining camp. The total land package covers an area of 192,000 hectares (ha) and includes approximately 80 kilometers (km) strike of mineral targets. The Tintic Project is located 95 km south of Salt Lake City, within the historic East Tintic Mining District of Central Utah, United States. Its San Antonio Project is located in the state of Sonora, Mexico, including the past producing Luz de Cobre oxide copper mine. Its James Bay Properties cover approximately 186,000 ha. The company also operates Guerrero Properties located in Guerrero, Mexico totaling 9,600 km2 of tenements and 11,800 km2 area covered with dense stream sediment sampling.
The most recent EPS for Osisko Development Corp. is $, expectations of $-0.01.
How did Osisko Development Corp. ODV's revenue perform in the last quarter?
Osisko Development Corp. revenue for the last quarter is $
What is the revenue estimate for Osisko Development Corp.?
According to of Wall street analyst, the revenue estimate of Osisko Development Corp. range from $ to $
What's the earning quality score for Osisko Development Corp.?
Osisko Development Corp. has a earning quality score of /. The score is based on a four dimension of Profitability, Growth, Cash generation & Capital Allocation, and Leverage.
When does Osisko Development Corp. report earnings?
Osisko Development Corp. next earnings report is expected in 2026-08-02
What are Osisko Development Corp.'s expected earnings?
Osisko Development Corp. expected earnings is $, according to wall-street analysts.
Did Osisko Development Corp. beat earnings expectations?
Osisko Development Corp. recent earnings of $ expectations.