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Fabled Silver Gold $FCO.ca $FBSGF Reports on Drill Holes SM20-07 – 11 $RDU.ca $KTN.ca $GMBXF $EDR.ca

Posted by AGORACOM at 12:35 PM on Wednesday, March 31st, 2021
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Fabled Silver Gold Corp. (“Fabled” or the “Company”) (TSXV:FCO)(OTCQB:FBSGF)(FSE:7NQ) is pleased to announce updates of diamond drill holes SM20-07 – 11 from the on-going 8,000 meter drill program on the “Santa Maria” Property in Parral, Mexico.

Peter J. Hawley, CEO and President, remarks, “We are heading into areas never explored before, with new ideas to test our structure-on-structure theory over the Property. Hole SM20-07 intercepted two broad zones of northwest trending, never seen before, semi-massive marcasite, (pyrite) in hornfels, and to the east 225 meters, we tried to cross the major C1 regional north – south fault in the center of the Property.”

Hole SM20-07 was drilled at -50 degrees and 246.0 meters in length from same drill station as hole SM20-03 at an angle of 210 degree azimuth and designed to test the tail end of two northwest trending IP anomalies labeled IPSM-08. Northwest trending anomalies or structures have not been seen previously on the Property.

Drill results clearly demonstrate the cause of the two conductive zones, with a 19.90 meter intersection from 145.50 – 165.30 meters and a second 78 meter interval from 167 – 245 meters of greenish hornfels, (a metamorphic rock formed by the contact between a mudstone / shale (clay rich rock) and a hot igneous body, usually at shallow depths), with strong chlorite / sericite alteration with 25-30% marcasite, (white iron pyrite, FeS2). See Plan View of Drill Hole Locations below.

Drill hole SM20-08 was collared approximately 225 meters east of the drill station for holes SM20-4, 5, and 6. See drill plan below as designed to drill thru the interpreted main north – south structure at an oblique angle and hit the Santa Maria structure.

The hole was drilled with NQ size core, 1 7/8th inches at -50 degrees for a premature total depth of 64.18 meters where the hole was terminated by major faulting and could not be advanced further.

Drill hole SM20-08B was a re-entry into hole SM20-08 with larger PQ size drill core, 3.36 inches in diameter, to compensate for the massive broken structure, which allowed the hole to be drilled to a final depth of 234 meters and was successful in reaching its target. Currently all sampled drill core of interest is being tested. See Cross Section View below.

Drill hole SM20-09 was drilled with PQ size core from the collar, in anticipation of bad ground conditions, at -60 degrees for a targeted depth of -250 meters to hit the Santa Maria structure, as encountered in hole 8B and was terminated prematurely at 231 meters where not only did the hole collapse due to the fault but jammed the drill rods and a section of the drill string and bit was left in the hole.

Drill hole SM20-10 was designed to follow up on the hole SM20-8B targeted intercept but also to replace the loss of hole SM20-09.

HoleSM20-10 was drilled with PQ size core from the collar, in anticipation of bad ground conditions as seen previously, at -70 degrees for a targeted depth of -220 meters to hit the Santa Maria structure, as encountered in hole SM20-08B. The hole was successful in its objective and as such stopped at a total depth of 227.5 meters. Currently all sampled drill core of interest is being tested. See Cross Section View below.

Drill hole SM20-11 is located approximately 125 meters northeast of drill hole station 4 for holes SM20-08, 8B, 9, and 10. See Plan View of Drill Stations below.

The hole was drilled due west, 270 degrees, at -60 degrees targeting the intercept of the major north – south C1 regional structure at the right angle, 90 degree. The hole was successfully completed and drilled to a total depth of 258 meters.

New roads and drill pads have been completed and the drill is currently being moved to drill station 6 for hole SM20-12. See Plan View of Drill Stations below.

Peter Hawley continues, “We are systematically taking what was previously thought of as simple E-W high grade structure and re-evaluating, with numerous successes to date, in order to develop our new concept which is seen below in the “Plan View of Drill Station Locations over IP Anomalies”. Over the next few drill holes to test blue sky potential in the north of the Property should add to the new data base as we start to dial in the focus of the remaining drill program. With the Company well funded we will continue to explore all targets as they present themselves.”

Read More: https://agoracom.com/ir/FabledSilverGold/forums/discussion/topics/758317-fabled-reports-on-drill-holes-sm20-07-11/messages/2310474#message

AGORACOM Small Cap 60: Fabled Silver Gold’s Big Picture $FCO.ca $FBSGF $RDU.ca $KTN.ca $GMBXF $EDR.ca

Posted by AGORACOM at 2:48 AM on Tuesday, March 30th, 2021
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VIDEO – From Rockets to MRIs: Royal Helium $RHC.ca Plans to Discover and Provide A Multi-Use Gas in Short Supply $DME.ca $APD $AHELF

Posted by AGORACOM-JC at 4:14 PM on Monday, March 29th, 2021

If you think about balloons / blimps when thinking about Helium uses, we wouldn’t blame you … but you’d also be missing out on a much much bigger picture.

Looking beyond just balloons, Helium is a high tech gas, with many uses in rocket engines, semiconductors, electronics, and health care. These sectors pressure the demand for helium in concert, making it a gas in very short supply.  Prices have been rising due to a shortage in supply.

Saskatchewan is one of the only places on earth with current and past production of primary Helium. This is where Royal  Helium comes into play as they are one of the largest land holders searching for Helium and have already drilled 3 holes at their Climax project.  

Worldwide usable Helium is in short supply as demand is increasing, making it a high-priced commodity, take a seat and discover why Royal Helium is the next SmallCap Stock to discover.

Fabled Silver Gold $FCO.ca $FBSGF Announces Commencement of Trading on the OTCQB $RDU.ca $KTN.ca $GMBXF $EDR.ca

Posted by AGORACOM at 8:15 AM on Tuesday, March 23rd, 2021
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  • Graduated from the OTC Pink Sheets (“OTCPK”)
  • Commenced trading on the OTCQB Venture Marketplace under the symbol “FBSGF”.

Fabled Silver Gold Corp. (TSXV: FCO) (OTCQB: FBSGF) (FSE: 7NQ) (“Fabled” or the “Company”) is pleased to announce that effective March 22, 2021, it has graduated from the OTC Pink Sheets (“OTCPK”) and commenced trading on the OTCQB Venture Marketplace (“OTCQB”) under the symbol “FBSGF”.

Peter Hawley, CEO and President, commented, “Trading on the OTCQB will make the Company accessible to a much broader range of U.S. investors and assist in our goal of increasing liquidity and visibility in the U.S. We look forward to introducing our Parral, Chihuahua, Mexico project, to this new group of investors.”

The Santa Maria project is located in the mining friendly jurisdiction of Parral, Mexico; situated in the centre of the Mexican epithermal silver-gold belt, which has produced more silver than any other area in the world.

The OTCQB Venture Market is the premiere marketplace for early stage and developing U.S. and international companies. Participating companies must be current in their reporting and undergo an annual verification and management certification process.

Read More:https://agoracom.com/ir/FabledSilverGold/forums/discussion/topics/757863-fabled-announces-commencement-of-trading-on-the-otcqb/messages/2309365#message

Fabled $FCO.ca $FBSGF Intercepts Six Silver Bearing Structures Including 5 New Mineralized North – South Structures Identified $RDU.ca $KTN.ca $GMBXF $EDR.ca

Posted by AGORACOM at 8:43 AM on Monday, March 22nd, 2021
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  • Five silver bearing north – south structures were intercepted
  • North – South structures are mineralized
  • East – West Santa Maria structure returned 14.7 meters grading 44.92 g/t Ag Eq

Fabled Silver Gold Corp. (TSXV: FCO) (OTC Pink: FBSGF) (FSE: 7NQ) (“Fabled” or the “Company”) is pleased to announce assay results of diamond drill hole 6 from the on-going 8,000 meter drill program on the Santa Maria Property in Parral, Mexico.

Peter J. Hawley, CEO and President, remarks, “This completes the results of the fence of drill holes 4,5 and 6 which are located approximately 125 meters to the east of the previous fence of holes 1, 2 and 3 which have been reported.

“Hole SM20-06 was drilled at -50 degrees and 232.0 meters in length and designed to test the various structures in the brittle oxide zone.

“Drill results demonstrate, while we are traversing eastwards the edge of a broad secondary north – south structure trend is starting to be encountered with intermittent silver mineralization within the structural fabric. As shown below in Table 1, five silver bearing north – south structures were intercepted before intersecting the targeted East – West Santa Maria structure which intersected 14.7 meters grading 44.92 g/t Ag Eq at -150 meters.

“Drill hole SM20-04 which was drilled at -60 below hole SM20-06 intercepted a north – south trending fault which displaced the Santa Maria Structure slightly to the south. This displacement is also quite evident in the first priority east to west northern IP anomaly IPSM-04 which has the same offset as we have encountered.

“Further evidence of the north – south trend is found in hole SM20-05 which has not only intersected the edge of Santa Maria structure but has also intersected three additional north – south trending mineralized structures reporting up to 232.08 g/t Ag Eq over 2.20 meters, 162.64 g/t Ag Eq over 0.55 meters and 1.6 meters grading 46.62 g/t Ag Eq before hitting the edge of the displaced Santa Maria structure at -300 meters vertically reporting 53.21 g/t Ag Eq over 7.2 meters.

“These intercepts add weight to the proposed theory that not only do the north – south structures slightly off set the east to west structures but they are more importantly mineralized.

“Re-logging of previously drilled hole SM-17-10 shows it intersected the north – south structures between hole SM20-04 and 05 at right angles to the structure not along the structure and returned1.40 g/t Au, 862 g/t Ag, 934.02 g/t Ag Eq.

“The two fences of drill holes 125 meters apart completes this drill section and adds new structural details to the interpretation on the newly interpreted East – West Santa Maria structure which is clearly defined from surface down to -350 meters vertically, which is the deepest hole ever drilled on the property. The structure remains very conformable and intersected exactly where predicted, which bodes very well for the expansion of Santa Maria and increasing the present NI 43-101 resources on the property with only 5 drill holes drilled to date.

“We expect to see the effect of the North – South structural fabric to become more intense as we move to the next fence of holes a further 200 meters to the east and expected to be in the middle of what is interpreted to be the center of the broad North – South structure intersecting the Santa Maria Structure. If this is the case this will set the stage for further investigation of this area.”

Read More: https://agoracom.com/ir/FabledSilverGold/forums/discussion/topics/757792-fabled-ddh-sm20-06-intercepts-six-silver-bearing-structures-including-5-new-mineralized-north-south-structures-identified/messages/2309219#message

VIDEO – Fabled $FCO.ca $FBSGF Seeks to Increase 43-101 Resource with Continued Success through Drilling in Mexico $RDU.ca $KTN.ca $GMBXF $EDR.ca

Posted by AGORACOM-JC at 5:02 PM on Thursday, March 11th, 2021

Fabled Silver Gold controls 100% of the Santa Maria Gold and Silver property in Mexico. It is a high grade underground mine with a rich mining history and a Silver Equivalent 43-101 with 3.2million ounces Indicated and 1.1m inferred.

Santa Maria, surprisingly, has never been systematically explored with modern methods, until now. FCO is 2000 meters into their first drill program of a planned 8000 meters to support updating the 43-101,and have recently reported on drill holes 4 and 5 from the Santa Maria Property in Parral, Mexico.

The mining friendly jurisdiction of Parral has produced over 250M oz silver. Moreover, multiple major operators in the vicinity, including three toll mills are within a 20 km distance.

Watch this great interview with CEO Peter Hawley as he explains how these results support increasing the resource, as well as identifying new structures that support finding new discoveries.

Fabled $FCO.ca Reports Intersection of New Mineralized North – South Structures $RDU.ca $KTN.ca $GMBXF $EDR.ca

Posted by AGORACOM at 8:17 AM on Tuesday, March 9th, 2021
  • On-going 8,000 meter drill program on the Santa Maria Property in Parral, Mexico
  • SM20-05 intersected three additional north – south trending mineralized structures
  • North – South trending fault has displaced the Santa Maria Structure slightly to the south
  • Next fence of holes a further 200 meters to the East

Fabled Silver Gold Corp. (TSXV: FCO) (OTC Pink: FBSGF) (FSE: 7NQ) (“Fabled” or the “Company”) is pleased to announce diamond drill holes 4 and 5 from the on-going 8,000 meter drill program on the Santa Maria Property in Parral, Mexico.

Peter J. Hawley, CEO and President, remarks, “The fence of drill holes 4,5 and 6 are located approximately 125 meters to the east of the previous fence of holes 1, 2 and 3 which have been reported.

“As expected, as we traverse eastwards the edge of a secondary north – south structure trend is starting to be encountered. Hole SM20-04 drilled at -60 degrees intersected 12.5 meters grading 22.37 g/t Ag Eq at -200 meters vertically in a north – south trending fault which has displaced the Santa Maria Structure slightly to the south. This displacement is also quite evident in the first priority east to west northern IP anomaly IPSM-04 which has the same offset as we have encountered.

“Further evidence of the north – south trend is found in hole SM20-05 which has not only intersected the edge of Santa Maria structure but has also intersected three additional north – south trending mineralized structures reporting up to 232.08 g/t Ag Eq over 2.20 meters, 162.64 g/t Ag Eq over 0.55 meters and 1.6 meters grading 46.62 g/t Ag Eq before hitting the edge of the displace Santa Maria structure at -300 meters vertically reporting 53.21 g/t Ag Eq over 7.2 meters.

“These intercepts add weight to the proposed theory that not only do the north – south structures slightly off set the east to west structures but they are more importantly mineralized. We expect to see this become more pervasive in the next fence of holes a further 200 meters to the east and to be in the middle of what is interpreted to be the center of the North – South structure intersecting the Santa Maria.

“Re-logging of previously drilled hole SM-17-10 shows it intersected the north – south structures between hole SM20-04 and 05 at right angles to the structure not along the structure and returned 1.40 g/t Au, 862 g/t Ag, 934.02 g/t Ag Eq.

“These drill holes plus the results from hole SM20-06, to be announced, adds to the drill sections and interpretation on the newly interpreted Santa Maria structure and clearly defines the structure from surface down to -350 meters vertically, which is the deepest hole ever drilled on the property. The structure remains very conformable and intersected exactly where predicted, which bodes very well for the expansion of Santa Maria and increasing the present NI 43-101 resources on the property with only 5 drill holes drilled to date.”

Peter Hawley continues, “The data being obtained from this fence of drill holes with the mineralized north – south structures now evident should not only help target adding silver ounces to the overall resource but also allow us to interpret and model the behavior of this robust mineralized system for future drilling as we expand outwards from the present resource. We now have two mineralized plumbing systems starting to intersect which bodes well for the future drilling.”

Read More: https://agoracom.com/ir/FabledSilverGold/forums/discussion/topics/756874-fabled-reports-intersection-of-new-mineralized-north-south-structures/messages/2307184#message

Royal Helium $RHC.ca Announces Production Testing Underway at Climax-1 and Climax-2 $DME.ca $APD $AHELF

Posted by AGORACOM at 9:58 AM on Wednesday, March 3rd, 2021

Royal Helium Ltd. (“Royal” or the “Company”) (TSXV: RHC) announces that it has engaged two service rigs and that the completions and testing program has been initiated at Climax-1 and Climax-2.  The finalized testing program, which was developed in concert with Sproul Associates Ltd., involves the sequential perforation and gas flow testing of several separate intervals identified during drilling.  Finalized results from the testing program will be reported as the information becomes available.

Royal further announces that the Climax-3 helium well has been drilled to its target depth of 2,600 metres.  Royal’s completion team is reviewing the log data at Climax-3 to determine the intervals to be production tested. The completion and testing program at Climax-3 will commence once testing is complete on Climax-2. 

Andrew Davidson, President and CEO of Royal comments, “We are pleased to have our initial 3 wells at Climax drilled to target depth and we are excited to be production testing these high value targets. We want to thank the team from Savanna 419 for their diligent work in completing this drilling program safely and effectively”. 

Mr. Davidson continues “With 2 service rigs operating we anticipate the testing to be completed on all 3 wells over the next few weeks. While any significant developments will be announced as they are received, all results will be evaluated by Sproule for a potential helium resource and production over multiple separate zones within this large structural closure”.

The three Climax wells were drilled into the Precambrian basement, directly below the Deadwood Formation. The Deadwood is a sand and shale sequence that is a known helium production zone in Saskatchewan. These first three wells are targeting different parts of the same large structural trap identified on the central portion of the Climax land block.

Read More: https://agoracom.com/ir/RoyalHelium/forums/discussion/topics/756474-royal-helium-announces-production-testing-underway-at-climax-1-and-climax-2/messages/2306214#message

Agoracom Welcomes Royal Helium $RHC.ca Focused On The Exploration and Development Of Primary Helium in Southern Saskatchewan $DME.ca $APD $AHELF

Posted by AGORACOM at 10:02 AM on Monday, March 1st, 2021

WHY ROYAL HELIUM?

Worldwide usable Helium is in short supply as demand is increasing, making it a high-priced commodity 

  • Royal Helium has aims to deliver a minimum of 1 trillion cubic feet (Tcf) of total inert gas into the market
  • Via exploration and development drilling of Helium resources in southern Saskatchewan.  

Highlights:

Strategy of full-cycle inert gas capture, refining and liquefaction

Commenced 3 Well Drill Program at Climax:

  • Production testing of 70m of potential helium bearing intervals for CLIMAX-1
  • Production testing of 68m of intervals for CLIMAX-2
  • Currently drilling CLIMAX-3

Royal Helium will be producing: helium, nitrogen and some CO2

Saskatchewan is one of the only places on earth with current and past production of primary Helium

Helium:

  • Scarce: Dwindling supply combined with growing demand
  • Helium prices have been rising due to a shortage of supply

Technical Partners:

  • Saskatchewan Research Council (“SRC”): Conducting engineering and scoping study for a large-scale industrial gas polygeneration facility located in Saskatchewan with RHC
  • AXIOM Group: Specialize in Energy Services,  Geomatics,  Exploration, Environment
  • SPROULE Associates Ltd: consulting on the completions and testing programs and to prepare an independent evaluation of the prospective helium resource from the first three wells at Climax, in accordance with the classification, definitions and guidelines of NI 51-101.

Helium Uses:

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

Helium

Helium is a non-substitutable and non-renewable commodity needed in many high-tech and health care industries, with specific applications in rocket engines, semiconductors, electronics, and health care.

  • As these sectors continue to expand, the demand for helium expands in concert.
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
  •  High value and increasing Helium price
  • Large and growing demand
    Decreasing supply
  • Non-substitutable
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

Royal Helium

  • Strategy of full-cycle inert gas capture, refining and liquefaction

Commenced 3 Well Drill Program at Climax:

  • Production testing of 70m for CLIMAX-1
  • Production testing of 68m for CLIMAX-2
  • Drill rig mobilizing to drill CLIMAX-3

Mobile, membrane separation facilities: First stage of production

2nd Stage: permanent membrane separation facility

3rd  Stage: Permanent poly-generation facility that makes products from the CO2 and the N2 gases

3rd or 4th stage: liquefaction facilities allowing full downstream transportation and worldwide export.

  • Sell products both direct to customer and wholesale to re-sellers

Largest Helium Lease Holders in N. America

  • 4,000 square km of prospective helium lands across southern Saskatchewan
  •          572 sections of land in Saskatchewan

Southern Saskatchewan

Saskatchewan has a history of current and historic primary helium production. It is one of the few places on the planet where helium is produced with nitrogen rather than hydrocarbons. Saskatchewan has the potential to replace supply that is leaving the market

▪High helium concentrations

▪Stable regulatory environment

▪Geopolitically favorable especially associated with production and export of critical commodities

▪Existing infrastructure, information and personnel from a long history of oil and gas exploration and production

CLIMAX & BENGOUGH HELIUM PROJECTS

Royal Helium’s initial focus begins in two areas, Climax and Bengough, identified using a combination of seismic data, well logs and aeromagnetic surveys that narrowed down prospective areas to locate the source rocks for the helium enrichment (where the helium could be trapped and accumulated)

Royal Helium’s goal is to prove-up to 30 structures, targeting between 1.0 to 2.0 Tcf (Trillion cubic feet) of raw inert gas grading at least 1% Helium

  • Single well costs around CAD$1.5 million with pay back in less than 1 year

Exploration Parcel #1 – CLIMAX

Royal Helium Ltd.’s Climax-1 helium exploration well drilled to target depth of 2,600m

Royal Helium Ltd. has successfully drilled Climax-2 to a total depth of 2,611m

  • Selected target completion intervals for both the Climax-1 and Climax-2 helium exploration wells. (potential helium-bearing zones)
  •   The Climax-3 drilling nearing target depth

Completion and testing of Climax-1 and Climax-2 involves the sequential perforation and production testing of approximately 70 metres of potential helium-bearing zones at Climax-1 and approximately 68 metres of potential helium-bearing zones at Climax-2, both spanning multiple structural zones.

Consistent with Climax-1, the Climax-2 well was drilled into the Precambrian basement at the base of the Deadwood formation. The Deadwood is a sand and shale sequence that is known to produce helium in Saskatchewan. These first three wells are targeting different parts of the same large structural trap identified on the central portion of the Climax land block.

The seven drill targets at Climax were identified in late 2019 after the company first reprocessed 77.6 km of 2D seismic in conjunction with historic well logs and delineated a basement structure of ~3,094 hectares of four-way structural closure.

Another 17,676 hectares of helium permits (100% crown) located immediately west of its Climax property were then granted in November 2019.

To further define the possible inert gas/helium bearing formations and refine company target wells, a deep, detailed aeromagnetic survey was flown over the Climax central structure in May.

Exploration parcel #2: Bengough

  • South-Central Saskatchewan with Five Target Wells
    Comprise roughly 50% of the total land holding

Royal has reprocessed 50.36 square km of 3-D seismic, which was acquired in 2017. The re-interpretation was completed to gain an understanding of regional basement structures and to identify potential drill targets. The 3D seismic shows a large regional feature with multiple closures.

  • Five (5) of these closures have been identified as initial drill targets and will be subject to further detailed investigation, including an airborne magnetometer survey.

Royal believes that the Bengough basement structure is part of a larger regional basement structural trend extending at least 60 miles north from the US border and passing through three of Royal’s Focus Areas.

  • Along this trend, historic helium tests have ranged from 0.70% to 0.78% at Minton, 1.39% to 1.41% at Bengough, and 0.48% to 2.45% at Ogema/Ogema North.

Royals southeast Saskatchewan lands, which comprise roughly 50% of the total land holding, show the potential for robust helium occurrences. With the strategy of full-cycle inert gas capture, refining and liquefaction, it is crucial to develop a large number of derisked drill targets throughout the Company’s significant land package.  

  • The initial five targets identified at Bengough is an exciting first step in the southeast, growing the initial target inventory to 12 when combined with the seven targets on the Climax project in southwestern Saskatchewan.

Saskatchewan Research Council

The SRC is Canada’s second-largest research and technology organization. With more than 290 employees, $91-million in annual revenue and nearly 75 years of experience, SRC provides services and products to its 1,500 clients in 27 countries around the world.

  •  Commenced Engineering Study for a Helium Polygeneration Facility in Saskatchewan
  •  The results of this initial engineering and economic study due Dec. 2020

Royal Helium Ltd. has initiated the engineering and scoping study for a large-scale industrial gas polygeneration facility located in Saskatchewan, which will be conducted by the Saskatchewan Research Council

  • The study is Royal’s first step in determining the economic potential of a large-scale facility for the separation and monetization of the gas streams associated with helium production wells in Saskatchewan.

Royal is reviewing whether there is an opportunity to monetize the complete gas stream. Current economic analysis does not include credits for other potentially commercial gases produced and processed. While the economics of helium production are significant on their own, the impact of the commercialization of other gases could substantially add to net cash flow.

Fabled $FCO.ca Drills 12.50 Meters of 85.30 g/t Ag and 0.49 g/t Au with 1.80 Meters Grading 214.00 g/t Ag and 1.08 g/t Au at Santa Maria $RDU.ca $KTN.ca $GMBXF $EDR.ca

Posted by AGORACOM at 9:27 AM on Wednesday, February 24th, 2021
  • Results for 3rd diamond drill hole from on-going 8,000 meter drill program
  • Santa Maria structure identified from surface to -350 meters vertically
  • 12.50 Meters of 85.30 g/t Ag and 0.49 g/t Au
  • Results support the expansion of Santa Maria and increasing the present NI 43-101 resources

Fabled Silver Gold Corp. (TSXV: FCO) (OTC Pink: FBSGF) (FSE: 7NQ) (“Fabled” or the “Company”)  is pleased to announce the third diamond drill hole from the on-going 8,000 meter drill program on the Santa Maria Property in Parral, Mexico.

Peter J. Hawley, CEO and President, remarks, “The recent drill hole concludes the first ever complete drill section on the newly interpreted Santa Maria structure and clearly defines the structure from surface to -350 meters vertically, which is the deepest hole ever drilled on the property. The 12.50 meter intersection has clearly defined a footwall and hanging wall structure with corresponding elevated silver values up to over 7 ounces of silver and remains open at depth. More importantly, the structure is very conformable and intersected exactly where predicted, which bodes very well for the expansion of Santa Maria and increasing the present NI 43-101 resources on the property with only 3 drill holes drilled to date.”

Peter Hawley continues, “The data being obtained from this fence of drill holes will not only target adding silver ounces to the overall resource but also allow us to interpret and model the behavior of this robust mineralized system for future drilling as we expand outwards from the present resource.”

Table 1: Drill Hole Intercepts

Hole NoFrom (meters)To
(meters)
Width (meters)Au g/tAg g/t
SM20-003349.50362.0012.500.4985.30
Including349.50351.802.300.20123.10
Including357.40362.004.600.81128.49
 357.40359.201.801.08214.00
 361.30362.000.701.52230.00

Drill holes SM20-01, SM20-02 and SM20-03 are drilled on the same section with holes 02 and 03 targeting the sulphide intercept of the Santa Maria vein and structure.

Drill hole SM20-02 was drilled at an angle of -65 degrees for a total hole depth of 232 meters. Drill hole SM20-03 was stationed 75 meters behind the drill station for holes 01-02 and drilled at an angle of -75 degrees for a total depth of 375 meters.

The Company has completed drill holes SM20-01 – 07 for a total of 1,895 meters. Holes SM20-04 – 06 have been sampled and submitted to ALS Chihuahua Laboratory for analysis. Hole SM 20-08 is in progress.

Read More: https://agoracom.com/ir/FabledSilverGold/forums/discussion/topics/755967-fabled-drills-12-50-meters-of-85-30-g-t-ag-and-0-49-g-t-au-with-1-80-meters-grading-214-00-g-t-ag-and-1-08-g-t-au-at-santa-maria/messages/2305113#message