Properties
Chorrillos Project
- Chorrillos Silver Project consists of 2 separate optioned properties (Gonalbert and Felicidad) and three large staked properties (CSB-1, CSB-2, CSB-13) located in southern Bolivia approximately 15 km and 20 km south of Eloro Resources Iska Iska silver-polymetallic discovery
- Cartier Silver’s 98%-own Bolivian Subsidiary, Mineral Cartier Bolivia S.R.L. has the right to acquire a 100% interest in the two optioned properties in the Chorrillos Silver Project by making staged payments totalling US$4.5 million to the vendors and title holders over 5 years
- Neither of the optioned properties have ever been drilled
CARTIER SILVER LAND PACKAGE
- Southern Bolivia
- 20 km South of Iska Iska
- Road accessible approx. 35 to 50 min drive north of Tupiza
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)
Property Geology
- The Chorrillos Project area is predominantly underlain by Ordovician basement sediments that have been intruded by a Tertiary-age volcanic complex of dacites, rhyodacites, tuffs and epiclastic sediments
- Alteration and mineralization are widespread at both properties characteristic of intermediate to high sulphidation epithermal systems
- Mineralization occurs in veins, stockworks and as disseminations in all rock types with extensive argillic and silicic alteration
- The epithermal systems are high-level reflected in the predominance of silver in galena veins
- However, tin mineralization has been reported in the valley suggesting that the overall epithermal system may be zoned
Gonalbert Mining Area
- Consists of 10 grids covering 2.5 km2 located 20 km southeast of Iska Iska
- Small artisanal mine recovering high grade silver from a galena vein. Production reported to be 20 tpd at ~200 g Ag/t
- Property is underlain by Miocene-age dacitic domes and dikes which have intruded basement Ordovician sediments
- Widespread alteration and sulphide mineralization
- Mineralization likely part of an extensive intermediate to high-sulphidation epithermal system
Felicidad Mining Area
- Consists of 4 grids covering 1 km2 located 5 km northwest of the Gonalbert mining area
- Main structural feature on property is a conical hill, highly leached and oxidized
- The conical hill is known by the locals as as “Pequeño Cerro Rico” or Small Rich Hill
- Past artisanal mining excavated silver-rich galena veins and vein breccias. Reported grades ~230 g Ag/t
- Geologically is similar to Gonalbert mining area with a prominent oxidized cap
Our Plan in 2023
![Infographic: Chorrillos 2023 Plan for Mineral Exploration, with 3 boxes with text including descriptions of surveys, diamond drill program, and chargeability anomaly. To the right of the infographic a Drill Rig photo is featured.](/site/assets/files/22015/our-plan-in-2023-replacement.1259x0-is.jpg)