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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

Fabled Silver Gold $FCO.ca to Participate in OTC Markets Virtual Investor Conference on February 17th $RDU.ca $KTN.ca $GMBXF $EDR.ca

Posted by AGORACOM at 10:50 AM on Thursday, February 11th, 2021
  • Peter Hawley, President, CEO & Director will present live at VirtualInvestorConferences.com on February 17th, 2021.
  • Fabled invites individual and institutional investors, as well as advisors and analysts, to attend real-time, interactive presentations on VirtualInvestorConferences.com

Fabled Silver Gold Corp. (“Fabled” or the “Company”) (TSXV:FCO; FSE:7NQ) announces that Peter Hawley, President, CEO & Director will present live at VirtualInvestorConferences.com on February 17th, 2021.

DATE: February 17, 2021 
TIME: 11:30am ET 
LINK: https://bit.ly/3cd9PaB

This will be a live, interactive online event where investors are invited to ask the company questions in real-time. If attendees are not able to join the event live on the day of the conference, an archived webcast will also be made available after the event.

It is recommended that investors pre-register and run the online system check to expedite participation and receive event updates.

Learn more about the event at www.virtualinvestorconferences.com.

Company Highlights

  • Fabled’s high-grade, silver-gold Santa Maria project is located in the mining friendly jurisdiction of Parral, Chihuahua, Mexico, in the centre of the Mexican epithermal silver-gold belt, which has produced more silver than any other area in the world.
  • The Company has completed the first ever ground geophysical survey on the project and is currently conducting an 8,000 meter drill program.
  • Initial diamond drill results have been released including, 68.6 meters of continuous silver mineralization.

About Fabled Silver Gold Corp.

Fabled is focused on acquiring, exploring and operating properties that yield near-term metal production. The Company has an experienced management team with multiple years of involvement in mining and exploration in Mexico. The Company’s mandate is to focus on acquiring precious metal properties in Mexico with blue-sky exploration potential.

The Company has entered into an agreement with Golden Minerals Company (NYSE American and TSX: AUMN) to acquire the Santa Maria project, a high-grade silver-gold property situated in the center of the Mexican epithermal silver-gold belt. The belt has been recognized as a significant metallogenic province, which has reportedly produced more silver than any other equivalent area in the world

VIDEO – Fabled #Silver #Gold $FCO.ca Measuring by the Kilogram at Santa Maria Project, Drilling 10 Ounces of Silver over 6 Meters $RDU.ca $KTN.ca $GMBXF $EDR.ca

Posted by AGORACOM-JC at 5:49 PM on Thursday, February 4th, 2021

Fabled controls 100% of the Santa Maria Gold and Silver property in Mexico, a high grade underground mine with a rich history of mining, but with very little modern exploration or drilling.

President & CEO Peter Hawley discusses the second hole at Santa Maria that is returning really high grade silver. Fabled is in the midst of an 8000 meter drill program and is batting 100% with the most recent return of 10 ounces of silver over 6 meters.

The next hole will be the deepest ever on the property.

Take a seat, sit back and discover why Fabled Silver Gold is the next SmallCap #Silver company to own.

Fabled $FCO.ca Drills 3.3 Meters of 561.20 g/t Ag and 0.90 g/t Au within 6.0 Meters Grading 323.88 g/t Ag and 0.54 g/t Au at Santa Maria $RDU.ca $KTN.ca $GMBXF $EDR.ca

Posted by AGORACOM at 8:19 AM on Wednesday, February 3rd, 2021
http://blog.agoracom.com/wp-content/uploads/2020/12/image-10.png
  • Over 10 ounces of silver over 6 meters.
  • 2nd hole of 8000m program
  • Followed up with SM20-03, designed to be the deepest hole ever drilled on the property.

Fabled Silver Gold Corp. (TSXV: FCO) (FSE: 7NQ) (“Fabled” or the “Company”) is pleased to announce the second diamond drill hole from the on-going 8,000 meter drill program on the Santa Maria Property in Parral, Mexico, with assays from two additional holes pending.

Peter J. Hawley, CEO and President, remarks, “As expected, the sulphide contents of the Santa Maria vein and structure has increased and intercepted over 10 ounces of silver over 6 meters. These exceptional high- grade results intercepted at -145 meters vertically below surface will be followed up by hole SM20-03 which was designed to hit the Santa Maria structure at a vertical depth of -350 meters below surface which will be the deepest hole ever drilled on the property.”

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 drill hole success.”

Table 1: Drill Hole Intercepts

Hole NoFrom (meters)To (meters)Width (meters)Au g/tAg g/t
SM20-002150.40156.406.000.54323.88
Including151.00154.303.300.90561.20
Including151.00151.900.900.84156.00
 151.90153.001.100.74822.00
 153.00154.301.101.06621.00

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, which is typically higher in grade due to metal values not being leached out by surface ground waters as commonly seen in oxide zones.

Read More:https://agoracom.com/ir/FabledSilverGold/forums/discussion/topics/754516-fabled-drills-3-3-meters-of-561-20-g-t-ag-and-0-90-g-t-au-within-6-0-meters-grading-323-88-g-t-ag-and-0-54-g-t-au-at-santa-maria/messages/2301768#message

Fabled $FCO.ca Drills 68.6 Meters of Continuous Silver Mineralization in Initial Drilling at Santa Maria $GGD.ca $EDR.ca $RDU.ca $KTN.ca $GMBXF $EDR.ca

Posted by AGORACOM at 7:54 AM on Monday, January 25th, 2021
Fabled Silver Gold Corp. (@Fabled_FCO) | Twitter

Fabled Silver Gold Corp. (TSXV: FCO) (FSE: 7NQ) (“Fabled” or the “Company”) is pleased to announce initial diamond drill results from the on-going 8,000-meter drill program on the Santa Maria Property in Parral, Mexico, with assays from two additional holes pending.

Peter J. Hawley, CEO and President remarks, “We are quite excited with the results from our first drill hole drilled to the east of the last underground workings and the exceptional wide intersection of 68.6 meters of continuous silver in shallow oxide mineralization. Within this broad zone, 20 meters reported 0.35 g/t Au, 106.29 g/t Ag and within this 20 meters, widths grading 146 g/t Ag, 238 g/t Ag and 151 g/t Ag were intersected (See Table 1 for widths and values). Drill holes SM20-02 and SM20-03 are drilled on the same section with the target being the sulphide intercept of this broad hydrothermal breccia zone, which is typically higher in grade due to metal values not being leached out by surface ground waters as commonly seen in oxide zones. 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 drill hole success.”

Table 1: Drill Hole Intercepts

Hole NoFrom
(meters)
To (meters)Width
(meters)
g/t Aug/t Ag
SM20-00178.40147.0068.600.1843.98
Including112.00132.0020.000.35106.29
Including115.00117.002.000.27146.00
Including123.00124.601.601.09238.00
Including124.60126.501.900.34151.00

Drill hole SM20-01 was drilled at an angle of -45 degrees for a total hole depth of 164 meters. Drill hole SM20-02 was drilled at -65 degrees from the same station for a total hole depth and 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.

Read More: https://agoracom.com/ir/FabledSilverGold/forums/discussion/topics/753841-fabled-drills-68-6-meters-of-continuous-silver-mineralization-in-initial-drilling-at-santa-maria/messages/2300012#message

VIDEO – Fabled Silver Gold $FCO.ca Mexican Silver Project Was So Good That CEO Peter Hawley Came Out Of Retirement $GGD.ca $EDR.ca $RDU.ca $KTN.ca

Posted by AGORACOM-JC at 4:00 PM on Friday, January 22nd, 2021
Fabled Silver Gold Corp. (@Fabled_FCO) | Twitter

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.

Now as far as silver projects go 3.2M ounces isn’t very big but when serial mine finder and industry stalwart Peter Hawley was presented with it in 2016, he came out of retirement saying “it was almost too good to be true” and “this is the one I’ve been looking for.

Santa Maria’s best historical intercept to date, reported 11meters of 1,672 g/t Silver & 3.74 g/t gold and ending in mineralization. Moreover, a 2018 PEA is very supportive at current market prices.

Santa Maria has never been systematically, or explored thoroughly with modern methods, until now.   FCO is currently conducting their first drill program to support the 43-101 and expects results to start flowing right into June.

It is definitely in a great “neighbourhood” in the mining friendly jurisdiction of Parral which has produced over 250M oz silver.  Moreover, multiple major operators in the vicinity, including three toll mills within a 20 km distance.

Watch this great first of many anticipated interviews with CEO Peter Hawley.

Fabled Silver Gold $FCO.ca Announces Surface Sampling Over IP Anomalies Results In Three Areas of Highly Anomalous Silver Values and Update on Current Drilling $GGD.ca $EDR.ca $RDU.ca $KTN.ca

Posted by AGORACOM at 7:42 AM on Wednesday, January 6th, 2021

Fabled Silver Gold Corp. (TSXV: FCO) (FSE: 7NQ) (“Fabled” or the “Company“) is pleased to announce the completion of the first ever follow up ground sampling program to evaluate the IP geophysical anomalies on the Santa Maria Property in Parral, Mexico. Fabled is also pleased to provide an update on progress made on its initial 8,000 meter drill program.

Peter J. Hawley, CEO and President, remarks, “The results of the follow up sampling of the IP anomalies have provided favorable silver results over all on anomalies sampled, of which certain results were a pleasant confirmation of not only the location of the IP anomaly but also exhibiting silver grades on surface even though the anomaly is at depth. It is not common to sample almost one ounce of silver over a buried IP Anomaly.”

Of particular interest are two areas to the west and outside the new resource area. The first is anomaly IPSM-10 at the western sector of the property, where sample #816013 reported 29.8 g/t Ag. The anomaly is thought to represent the intersection of the northeast trending Peneto Vein located to the south west of the property and the intersection of the Santa Maria vein structures. Geophysical interpretation suggests it represents a shallow, thin body (“vein type”) response.

The second is located between IPSM-10 and the new resource trend and identified by IP anomaly IPSM-12 and sample #816007 which reported 14.2 g/t Ag and is thought to be the contact between the Santa Maria Vein trends and a felsic mineralized dike contact. Geophysical interpretation suggests a deep seated (>100 m) vein type response.

A total of 11 first priority IP targets have been delineated property wide (see Figure 1 below), which are in a generalized east – west direction. The geological team collected a total of 26 surface samples over all anomalies and nearby areas.

Figure 1: IP Anomalies on the Santa Maria Property with surface sample assay values and locations.

Drilling Update

The Company has completed two drill holes SM20-01 – 02 for a total of 396 metres. Holes 01 and 02 have been sampled and submitted to ALS Chihuahua Laboratory for analysis. Hole SM 20-03 is in progress. The focus of the program is to determine the true potential of the property, which is expected to take several months to complete.

Option Grants

Fabled also is pleased to announce that pursuant to its stock option plan it has granted 200,000 stock options to a consultant for the Company, each exercisable to acquire one common share of Fabled at an exercise price of $0.10 per common share until January 06, 2031. The stock options vest as to 25% on the date of grant, and as to 25% every 6 months until fully vested.

QA QC Procedure

Analytical results of sampling reported by Fabled Silver Gold represent surface rock samples submitted by Fabled Silver Gold staff directly to ALS Chemex, Chihuahua, Chihuahua, Mexico. Samples were crushed, split, and pulverized as per ALS Chemex method PREP-31, then analyzed for ME-ICP61 33 element package by four acid digestion with ICP-AES Finish. ME-GRA21 method for Au and Ag by fire assay and gravimetric finish, 30g nominal sample weight.

Over Limit Methods

For samples triggering precious metal over-limit thresholds of 10g/t Au or 200g/t Ag, the following is being used:

Au-GRA21 Au by fire assay and gravimetric finish with 30g sample.

Ag-GRA21 Ag by fire assay and gravimetric finish.

Fabled Silver Gold monitors QA/QC using commercially sourced standards and locally sourced blank materials inserted within the sample sequence at regular intervals.

About Fabled Silver Gold Corp.

Fabled is focused on acquiring, exploring and operating properties that yield near-term metal production. The Company has an experienced management team with multiple years of involvement in mining and exploration in Mexico. The Company’s mandate is to focus on acquiring precious metal properties in Mexico with blue-sky exploration potential.

The Company has entered into an agreement with Golden Minerals Company to acquire the Santa Maria project, a high-grade silver-gold property situated in the center of the Mexican epithermal silver-gold belt. The belt has been recognized as a significant metallogenic province, which has reportedly produced more silver than any other equivalent area in the world.

For further information please contact:

Mr. Peter J. Hawley, President and C.E.O.
Fabled Silver Gold Corp.
Phone: (819) 316-0919
[email protected]

Crescat December Gold Market Update SPONSOR: Fabled Silver Gold $FCO.ca $GGD.ca $EDR.ca $RDU.ca $KTN.ca

Posted by AGORACOM at 1:16 PM on Wednesday, December 30th, 2020

SPONSOR: Fabled’s mandate is on acquiring precious metals properties in Mexico with blue-sky exploration potential. Fabled is actively developing the Santa Maria property, a high-grade silver-gold property situated in the center of the Mexican epithermal silver-gold belt. The Santa Maria property has never been systematically explored. Click Here For More Info

The End Game

Dear Investors:

Markets are cyclical. Today, stocks trade at record high valuations while commodities are historically undervalued in relation. The setup is in place for a macro pivot in the relative performance of these two asset classes. Comparable conditions were present with the 1972 Nifty Fifty and 2000 Dotcom bubbles as we show in the chart below.

As capital seeks to redeploy towards the highest growth and lowest valuation opportunities, we expect analytically minded investors will soon be rotating, if not stampeding, out of expensive deflation-era growth equities and fixed income securities and into cheap hard assets, creating a reversal in the 30-year declining trend of money velocity.

Today’s Modern Monetary Theory world with its double barreled fiscal and monetary stimulus is crashing head on with an accumulation of years of declining investment in the basic industries such as materials, energy, and agriculture. In our analysis, the “end game” for the Fed’s twin asset bubbles in stocks and bonds is inflation. We can already see it developing on the commodity front.

The scarcity of jobs and abundance of debt were factors preventing the economy from reaching its full growth potential even before Covid-19. Such have been the concepts underlying the output gap, the theoretical paradox that is thought to have held inflation in check over the course of the last business cycle. But based on comparable historic periods, the macro setup for inflation is more likely to be kicked off by an input gap, i.e., shortages in the primary resources needed for both a strong reserve currency and economic growth at the same time as policy makers pull out their biggest bazookas yet to boost aggregate demand. We expect a new wave of rising commodity prices, set up by past underinvestment in basic resources, to soon ripple through the global supply chain creating a headwind for real living standards. Welcome to the Great Reset.

The global economy is at risk of commodity supply shock inflation, something we have not experienced since the 1970s. Both the Bloomberg Commodities Index and the US 30-year inflation expectations are now re-testing a 12-year resistance line. A significant breakout from here would be a big shift in the macro investing landscape. Yes, the aging demographics problem and significant technological advancements are deflationary tailwinds. But in our view, the key reason why consumer prices have not gone higher is due to a long-standing period of depressed commodity prices, a trend which we think is about to change.

The Constrained Supply for Gold

When it comes to scarce commodities, at Crescat, we have an affinity first and foremost for gold and silver, the monetary metals that are among the most supply constrained resources on the planet. Coincidentally, they are facing a new surge of investor demand.

On the supply side, in the disinflationary environment since the precious metals mining industry’s prior peak in 2011, gold and silver miners have been criticized by investors as being capital destroyers. As a result, the industry’s spending discipline in the last decade has swung completely the other way. The majors have underinvested in replacing their reserves creating a supply cliff for the industry while also substantially boosting free cash flow.

Contributing to the supply shortage, the number of major new gold discoveries by year, i.e., greater than 2 million Troy ounces, has been in a declining secular trend for 30 years including the cyclical boost between 2000 and 2007. At Crescat, we have been building an activist portfolio of gold and silver mining exploration companies that we believe will kick off a new cyclical surge in discoveries over the next several years from today’s depressed levels.

Gold mining exploration expense industrywide, down sharply since 2012, has been one of the issues adding to the supply problems today. Crescat is providing capital to the industry to help reverse this trend.

Since 2012, there has also been a declining trend of capital expenditures toward developing new mines. From a macro standpoint, gold prices are likely to be supported by this lack of past investment until these trends are dramatically reversed over the next several years. Credit availability for gold and silver mining companies completely dried up over the last decade. Companies were forced to buckle up and apply strict capital controls to financially survive during that period. Investors demanded significant reductions in debt and equity issuances while miners had to effectively tighten up operational costs, cut back investment, and prioritize the quality of their balance sheet assets.

It is important to consider that the last times this industry had been acting in a similarly conservative fashion, metal prices were at historically low-price levels. This time, however, we are seeing corporate discipline with gold prices remaining near all-time highs. As a result, the major producers today have surprisingly swung into being cash flow machines. They are enjoying more free cash flow than they had in the past 25 years, an incredibly bullish setup for the entire industry, especially the smaller exploration focused players that Crescat is overweight in today. The majors are in a great position to harvest cash for the next few years. But they are also facing a supply cliff because they have not replaced their reserves. Over the next several years, they will need to make acquisitions in the exploration segment to rebuild them. 

The Demand Side for Gold

On the demand side, the first key macro driver for the price of gold is central bank debt monetization, which drives increasing inflation expectations and investor demand for inflation protection for accumulated savings. Today, money printing through central bank balance sheet expansion is widely accepted and embraced. It is the only viable policy as a way out of the otherwise deflationary global debt burden, at a historic high of 365% of worldwide GDP. With deficits at World War II levels in the US, we expect money printing to be the path of least resistance among policy makers towards easing debt burdens and reconciling many of today’s economic imbalances, though it will likely come at a cost to savers who are invested in overvalued traditional financial assets.

As we show in the chart below, gold underperformed the pace of global money printing from 2011 to 2018. But since the Repo Crisis in 2019 and the coronavirus led recession that followed, global QE has been accelerating to the upside once again. Gold is being pulled up with it. Our near-term target price for gold is north of $3,000 per Troy oz. based on our macro model shown below that plots the price of gold vs. the aggregation of the top eight central bank balance sheets. This target will almost certainly be rising in the near-term with $5.8 trillion just in US Treasuries alone maturing in 2021 and much of that needing to be rolled over and funded by the lender of last resort.

The Fed, the printer of the world reserve currency, has given itself, and by extension its central bank counterparts around the world, the green light to err on the side of inflation. The US central bank has declared that it can exceed its 2% inflation target temporarily abandoning one side of its dual mandate to favor the other side of it which is full employment. So, err on the side of inflation, the Fed almost certainly will.

Inflation is a toothpaste that sovereign Treasuries and their central banks throughout history have struggled putting back in the tube once they have let it out. In practice, inflation is driven in large part by the expectations and actions of consumers and investors which are hard to predict and occur with lags and unknown multiplier effects in relation to monetary policies. When consumer and investor psychology shifts toward recognizing and acting upon rising inflation, it becomes highly reflexive, i.e., circular and self-reinforcing.

The second key macro driver for upward trending gold prices on the demand side today is declining real interest rates, which are a combined reflection of central bank interest rate suppression tactics and investors’ rising inflation expectations. The recent plunge lower in real yields (shown inverted in the chart below) has diverged from the price of gold signaling a strong impending move upward again in the metal.

The outlook for gold all ties back to the bigger macro imbalances we see in the US economy today. The Federal Reserve is crippled in its ability to prevent inflation and instead has become the funding mechanism through its massive purchases of US Treasuries that enables the US government to run a large fiscal deficit. The Fed essentially has no independence in the matter. It must fund the government’s fiscal stimulus programs as the lender of last resort. And as the repo crisis showed, the liquidity is also necessary in the short run to prevent the equity and corporate bond markets from collapsing, but this is very shortsighted because rising commodity prices and real-world inflation, that is the byproduct of the newly printed money, is the killer of record overvalued financial assets.

Three Comparable Macro Setups in History

We expect inflation expectations to continue to rise at a faster rate than nominal interest rates. This is ultimately a self-reinforcing catalyst to drive investors out of overvalued stocks and credit and into scarce commodities including precious metals and oil, which is exactly what happened in three similar macro setups to today:

1. During the dotcom bust at the turn of the century, the NASDAQ Composite declined 78% over two and a  half years, a period during which gold stocks diverged to the upside to begin a five-fold march upward over the next seven years, while energy and industrial commodities also caught fire.

2. In the 1974-74 bear market, the S&P 500 declined 50% in two years while gold mining stocks increased five-fold at the same time as oil prices skyrocketed during the 1973 Arab Oil Embargo and a decade of stagflation was born.

We showed the supply cliff setup for gold earlier, but it is important to note that there could also be a supply shortage in oil setting up for the next several years after the most drastic capex cuts in infrastructure and exploration we have seen in the history of this industry. In that vein, the rig count cyclicality has been an incredibly reliable contrarian forward looking indicator for oil prices. As shown in the chart, prior historical dips also preceded key market bottoms in WTI prices and the oil and gas industry.

3. The third comparable period, also highly apt for today, was coming out of the Spanish flu pandemic of 1918 and 1919. At that time, the health crisis had severely limited the industrial capacity of the economy, leading to major supply shortages of raw materials and causing commodity inflation at the same time as the world began to heal. The rise in wholesale prices became a global phenomenon. Grocery stores began hoarding inventories to sell at higher prices, forcing governments to intervene and criminalize these actions to avoid an even larger hit to the consumer. The cost of living surged and prompted major labor union protests on the streets demanding higher wages and salaries only exacerbating the problem. Inflation spiked above 20% in 1920 and the Dow Jones Industrial Average began a decline of 47% from peak to trough from 1920 to 1921 while the world emerged from the pandemic. We will not go there in depth now, but this was the same time that a whole different kind of inflation was arising in Germany from newly printed money to pay off accumulated war debts.

The Opportunity for Activist Gold Exploration

As we showed above, the underinvestment in most of the last decade in the gold mining industry will soon send the majors scrambling to invest their near term soaring free cash flow in the most prospective new gold and silver deposits being explored today. These properties are in the hands of the extremely undervalued and ultra-depressed small cap segment of the mining industry, the junior explorers, a group that has been through a brutal, capital starved bear market that effectively lasted ten years. The whole industry completed a double-bottom retest by successfully holding above its 2015 lows and rebounding sharply to lead all industries in stock price performance coming off the March 2020 correction. We think there is much more performance ahead for this industry as it is still in the early stages of a new secular bull market.

We are confident that within the precious metals mining industry, the most value for shareholders will be created from the small cap exploration segment over the next several years. We think Crescat’s Precious Metals Fund and SMA strategies have already started to demonstrate that potential in 2020.

By working with world-renowned exploration geologist, Quinton Hennigh as Crescat’s geologic and technical advisor, Crescat has already created an activist portfolio of over 50 companies where we are among the largest shareholders of a targeted 200 million ounces new high-grade gold equivalent discoveries. We plan to continue to grow these targeted ounces while getting the needed investment capital to our companies to prove out these economic deposits through drilling and discovery.

Crescat’s activist fund is a large and significant capital deployment opportunity. We are currently seeking a select group of right-minded institutional partners who can understand and appreciate the focus, scale, and timeliness of what we have set out to accomplish in this fund. 

Our activist portfolio is positioned ahead of a likely major new wave of M&A by the large and mid-tier producers which is still to come as they necessarily must replace their reserves through acquisition. We also have a handful of holdings that we call keepers, the cream of the crop companies that control the unquestionably new world class, high grade gold and silver deposits that will catapult them into the next great mid and large cap gold producers in the industry over the course of the new secular bull market.

To be frank, buying gold or silver is not a contrarian investment position today. There are enough people in agreement with the idea that all government backed fiat currencies are doomed to some level of devaluation through inflation due to the level of fiscal and monetary imprudence and unsustainable debt imbalances in the financial system. Naturally, with a constructive view on precious metals, the next step for most investors is to start dipping their toes into well-known and established mining companies. Despite their past reputation of being capital destroyers, investors today are warming up to the idea of buying the “Newmonts and Barricks” of the world or even ETFs such as GDX and GDXJ. What we see as contrarian, however, is a much bigger opportunity to unlock value through a well targeted activist strategy in the exploration segment of the industry. No doubt, many are skeptical of the gold exploration business, given its poor performance during the last downturn in the industry at large, but the biggest gains today in the industry are likely to come from what are the smaller cap names. Between Crescat and its 21 years of money management experience and Quinton Hennigh with his 30+ years of gold mining exploration experience to serve as Crescat’s geologic and technical advisor, we believe we have the expertise and preparedness to navigate this incredible opportunity before us. We hope you will join us as we seek to exploit the mispriced opportunities on the exploration and discovery side of the Lassonde Curve that is still in the early stages of what is likely to be a new rip-roaring secular bull market for precious metals.

SOURCE: https://www.crescat.net/december-research-letter/

Fabled Silver Gold $FCO.ca Announces Listing on the Frankfurt Stock Exchange $GGD.ca $EDR.ca $RDU.ca $KTN.ca

Posted by AGORACOM at 7:32 AM on Friday, December 18th, 2020

Vancouver, British Columbia–(Newsfile Corp. – December 18, 2020) – Fabled Silver Gold Corp. (TSXV: FCO) (FSE: 7NQ) (“Fabled” or the “Company“) is pleased to announce the listing of its common shares for trading on the Frankfurt Stock Exchange (“FSE”) under the symbol “7NQ” and WKN # “A2QKYJ “.

The FSE is the world’s third largest organized exchange-trading market in terms of turnover and dealings in securities. With over 3,000 international companies listed on the FSE and investors directly connected to the FSE, the FSE represent 35% of the world’s investment capital.

The Company’s shares will now be cross-listed on the TSX Venture Exchange and the Frankfurt Stock Exchange. Fabled expects the FSE listing will help increase trading liquidity and facilitate investment in the Company by institutional and retail investors across Europe. This listing does not impact the total number of common shares outstanding in the Company.

Mr. Peter Hawley, President and CEO of Fabled, commented: “Fabled is committed to building shareholder value and the Frankfurt Stock Exchange listing will enable international investors to participate in the Company’s growth and development. We feel this is a great opportunity to introduce Fabled to a European investing audience at a time when Fabled is actively drilling at the Santa Maria project.”

Option Grants

Fabled also is pleased to announce that pursuant to its stock option plan it has granted an aggregate of 3,850,000 stock options to certain directors, officers and consultants, each exercisable to acquire one common share of Fabled at an exercise price of $0.08 per common share until December 18, 2030. The stock options vest as to 25% on the date of grant, and as to 25% every 6 months until fully vested.

About Fabled Silver Gold Corp.

Fabled is focused on acquiring, exploring and operating properties that yield near-term metal production. The company has an experienced management team with multiple years of involvement in mining and exploration in Mexico. The company’s mandate is to focus on acquiring precious metal properties in Mexico with blue-sky exploration potential.

The company has entered into an agreement with Golden Minerals Company to acquire the Santa Maria project, a high-grade silver-gold property situated in the centre of the Mexican epithermal silver-gold belt. The belt has been recognized as a significant metallogenic province, which has reportedly produced more silver than any other equivalent area in the world.

For further information please contact:

Mr. Peter J. Hawley, President and C.E.O.
Fabled Silver Gold Corp.
Phone: (819) 316-0919
[email protected]