Orla Mining released its earnings results on Nov 12, 2024. The company reported $0.06 earnings per share for the quarter, missing the consensus estimate of $0.066 by -$0.006.

Is Orla Mining overvalued?

According to Wall Street analysts Orla Mining’s price is currently Undervalued. Get more investment ideas with TipRanks Premium

Does Orla Mining pay dividends?

Orla Mining does not currently pay dividends.

What is Orla Mining’s EPS estimate?

Orla Mining’s EPS estimate is $0.08.

How many shares outstanding does Orla Mining have?

Orla Mining has 321,553,700 shares outstanding.

What happened to Orla Mining’s price movement after its last earnings report?

Orla Mining reported an EPS of $0.06 in its last earnings report, missing expectations of $0.066. Following the earnings report the stock price went down -9.932%.

Which hedge fund is a major shareholder of Orla Mining?

Currently, no hedge funds are holding shares in ORLA

---

Orla Mining Stock Smart Score

Unlock Smart Score

Fundamentals

Return on Equity

0.95%

Trailing 12-Months

Asset Growth

-4.56%

Trailing 12-Months

Top Smart Score Stocks >

Company Description

Orla Mining

Orla Mining Ltd is a mineral exploration company. It is engaged in the acquisition and exploration of mineral properties. The company holds two gold projects; the Camino Rojo gold and silver project in Zacatecas State, Mexico, and the Cerro Quema gold project in Panama. It conducts the business activities in the geographic areas of Mexico, Panama, the United States, and Canada.

---

ORLA Stock 12 Month Forecast

Average Price Target

$5.99

▲(24.96% Upside)

{"navigator":{"disabled":true},"exporting":{"enabled":false},"title":{"text":null},"chart":{"height":200,"style":{"fontFamily":"Roboto Flex","fontWeight":"400","color":"#5d5d5e"},"spacingTop":30,"spacingRight":60,"events":null},"yAxis":{"labels":{"style":{"color":"inherit"},"distance":6,"x":-6,"y":-6,"zIndex":1,"map_label_formatter":{"2":"$2","7":"$7","3.25":"$3.25","4.5":"$4.5","5.75":"$5.75"}},"plotLines":[{"color":"rgba(0,0,0,0)","value":6.9476361825,"label":{"className":" overflowvisible_force","align":"right","x":60,"y":-10,"text":"<div  class=\"positionrelative hoverZ3 triangleleft-bottom flexccc bgwhite shadowhard-3 border1 borderColorwhite-8 colorwhite-8 px2 lineHeight3 fontWeightsemibold fontSize10 radiismall h_pxsmall35\"> <div class=\"w_pxsmall60 flexccc\">\n  <span style=\"color:#199ca5\">High </span>\n\n  <span style=\"color:#199ca5\">$6.95</span>\n  </div></div>","useHTML":true}},{"color":"rgba(0,0,0,0)","value":5.985655788,"label":{"className":" overflowvisible_force","align":"right","x":60,"y":0,"text":"<div  class=\"positionrelative hoverZ3 triangleleft flexccc bgwhite shadowhard-3 border1 borderColorwhite-8 colorwhite-8 px2 lineHeight3 fontWeightsemibold fontSize10 radiismall h_pxsmall35\"> <div class=\"w_pxsmall60 flexccc\">\n  <span style=\"color:#828080\">Average </span>\n\n  <span style=\"color:#828080\">$5.99</span>\n  </div></div>","useHTML":true}},{"color":"rgba(0,0,0,0)","value":5.5224800425,"label":{"className":" overflowvisible_force","align":"right","x":60,"y":10,"text":"<div  class=\"positionrelative hoverZ3 triangleleft-top flexccc bgwhite shadowhard-3 border1 borderColorwhite-8 colorwhite-8 px2 lineHeight3 fontWeightsemibold fontSize10 radiismall h_pxsmall35\"> <div class=\"w_pxsmall60 flexccc\">\n  <span style=\"color:#912767\">Low </span>\n\n  <span style=\"color:#912767\">$5.52</span>\n  </div></div>","useHTML":true}}],"tickPositions":[2,3.25,4.5,5.75,7],"lineColor":"#dddddd","gridLineWidth":1,"gridLineColor":"#dddddd","lineWidth":1,"title":{"text":""}},"plotOptions":{"series":{"states":{"inactive":{"opacity":1}}},"line":{"animation":{"duration":0},"dataLabels":{"allowOverlap":true},"borderWidth":1,"marker":{"enabled":true,"fillColor":"#FFFFFF","radius":3,"lineWidth":2,"symbol":"circle","lineColor":"#828080"}}},"xAxis":{"labels":{"style":{"color":"inherit"},"rotation":0,"map_label_formatter":{"3":"Feb<br/>2024","6":"May<br/>2024","9":"Aug<br/>2024","12":"Nov<br/>2024","25":"Nov<br/>2025"}},"tickPositions":[3,6,9,12,25],"plotLines":[{"color":"#dddddd","width":1,"value":12},{"color":"#dddddd","width":1,"value":12}],"lineWidth":0,"gridLineWidth":1,"gridLineColor":"#dddddd","tickLength":0},"legend":{"symbolRadius":0,"symbolPadding":4,"symbolHeight":14,"borderWidth":0,"symbolWidth":14,"align":"left","verticalAlign":"bottom","enabled":false},"tooltip":{"backgroundColor":"rgba(0,0,0,0)","useHTML":true,"borderWidth":0,"borderColor":"rgba(0,0,0,0)","padding":0,"shadow":null,"headerFormat":"","footerFormat":"","pointFormat":"<div class=\"flexccc lineHeight2 bgwhite shadow2 px3 py3 radiismall fonth10_semibold\">\n                <span class=\"colorgray-3 mb4\">{point.date:%b %d ,%Y}</span>\n                <span>Analyst Consensus</span>\n                {point.info}\n          </div>\n           </div>"},"credits":{"enabled":false},"accessibility":{"description":""},"responsive":{"rules":[{"chartOptions":{"chart":{"spacing":[0,0,0,0],"margin":[30,60,40,5]},"xAxis":{"tickPositions":[3,12,25.25]},"yAxis":{"labels":{"enabled":false}},"title":{"text":null},"subtitle":{"text":null}},"condition":{"maxWidth":500}}]},"series":[{"lineWidth":2,"dashStyle":"ShortDash","name":"High","type":"line","color":"#199ca5","enableMouseTracking":false,"marker":{"enabled":false},"data":[null,null,null,null,null,null,null,null,null,null,null,null,4.74,4.909818167884616,5.079636335769231,5.249454503653847,5.419272671538462,5.589090839423077,5.758909007307692,5.928727175192308,6.098545343076923,6.268363510961539,6.438181678846154,6.6079998467307695,6.777818014615384,{"y":6.9476361825,"marker":{"fillColor":"#199ca5","lineColor":"#199ca5","enabled":true,"symbol":"circle"}}]},{"lineWidth":2,"dashStyle":"ShortDash","name":"Average","type":"line","color":"#828080","enableMouseTracking":false,"marker":{"enabled":false},"data":[null,null,null,null,null,null,null,null,null,null,null,null,4.74,4.835819676,4.931639352,5.027459028,5.1232787040000005,5.21909838,5.314918056,5.410737732,5.506557408,5.6023770840000005,5.69819676,5.794016436,5.889836112,{"y":5.985655788,"marker":{"fillColor":"#828080","lineColor":"#828080","enabled":true,"symbol":"circle"}}]},{"lineWidth":2,"dashStyle":"ShortDash","name":"Low","type":"line","color":"#912767","enableMouseTracking":false,"marker":{"enabled":false},"data":[null,null,null,null,null,null,null,null,null,null,null,null,4.74,4.800190772500001,4.860381545,4.9205723175000005,4.98076309,5.0409538625,5.101144635,5.1613354075,5.22152618,5.2817169525,5.3419077249999996,5.4020984975,5.462289269999999,{"y":5.5224800425,"marker":{"fillColor":"#912767","lineColor":"#912767","enabled":true,"symbol":"circle"}}]},{"type":"line","data":[{"y":3.08,"date":1701388800000,"info":"<div class=\"mt2 colorgray-1\">\n          No historical consensus available\n      </div>","marker":{"enabled":true,"symbol":"circle"}},{"y":3.08,"date":1701388800000,"info":" <span style=\"color:#199ca5\" class=\"mb3 mt2 fonth8_semibold\"> Strong Buy</span>\n            <div class=\"flexrcb px3 displayflex fonth9_semibold\"><span  style=\"color:#199ca5\">Buy 4,\t&nbsp; </span>\n              <span  style=\"color:#828080\">Hold 1, \t&nbsp;</span>\n              <span  style=\"color:#912767\">Sell 0</span>\n      ","marker":{"lineColor":"#199ca5","enabled":true,"symbol":"circle"}},{"y":3.15,"date":1704412800000,"info":" <span style=\"color:#199ca5\" class=\"mb3 mt2 fonth8_semibold\"> Moderate Buy</span>\n            <div class=\"flexrcb px3 displayflex fonth9_semibold\"><span  style=\"color:#199ca5\">Buy 4,\t&nbsp; </span>\n              <span  style=\"color:#828080\">Hold 2, \t&nbsp;</span>\n              <span  style=\"color:#912767\">Sell 0</span>\n      ","marker":{"lineColor":"#199ca5","enabled":true,"symbol":"circle"}},{"y":3.55,"date":1706832000000,"info":" <span style=\"color:#199ca5\" class=\"mb3 mt2 fonth8_semibold\"> Moderate Buy</span>\n            <div class=\"flexrcb px3 displayflex fonth9_semibold\"><span  style=\"color:#199ca5\">Buy 4,\t&nbsp; </span>\n              <span  style=\"color:#828080\">Hold 2, \t&nbsp;</span>\n              <span  style=\"color:#912767\">Sell 0</span>\n      ","marker":{"lineColor":"#199ca5","enabled":true,"symbol":"circle"}},{"y":3.45,"date":1709251200000,"info":" <span style=\"color:#199ca5\" class=\"mb3 mt2 fonth8_semibold\"> Strong Buy</span>\n            <div class=\"flexrcb px3 displayflex fonth9_semibold\"><span  style=\"color:#199ca5\">Buy 4,\t&nbsp; </span>\n              <span  style=\"color:#828080\">Hold 1, \t&nbsp;</span>\n              <span  style=\"color:#912767\">Sell 0</span>\n      ","marker":{"lineColor":"#199ca5","enabled":true,"symbol":"circle"}},{"y":3.99,"date":1712275200000,"info":" <span style=\"color:#199ca5\" class=\"mb3 mt2 fonth8_semibold\"> Strong Buy</span>\n            <div class=\"flexrcb px3 displayflex fonth9_semibold\"><span  style=\"color:#199ca5\">Buy 5,\t&nbsp; </span>\n              <span  style=\"color:#828080\">Hold 0, \t&nbsp;</span>\n              <span  style=\"color:#912767\">Sell 0</span>\n      ","marker":{"lineColor":"#199ca5","enabled":true,"symbol":"circle"}},{"y":3.9,"date":1714694400000,"info":" <span style=\"color:#199ca5\" class=\"mb3 mt2 fonth8_semibold\"> Strong Buy</span>\n            <div class=\"flexrcb px3 displayflex fonth9_semibold\"><span  style=\"color:#199ca5\">Buy 4,\t&nbsp; </span>\n              <span  style=\"color:#828080\">Hold 0, \t&nbsp;</span>\n              <span  style=\"color:#912767\">Sell 0</span>\n      ","marker":{"lineColor":"#199ca5","enabled":true,"symbol":"circle"}},{"y":3.94,"date":1717718400000,"info":" <span style=\"color:#199ca5\" class=\"mb3 mt2 fonth8_semibold\"> Strong Buy</span>\n            <div class=\"flexrcb px3 displayflex fonth9_semibold\"><span  style=\"color:#199ca5\">Buy 3,\t&nbsp; </span>\n              <span  style=\"color:#828080\">Hold 1, \t&nbsp;</span>\n              <span  style=\"color:#912767\">Sell 0</span>\n      ","marker":{"lineColor":"#199ca5","enabled":true,"symbol":"circle"}},{"y":3.88,"date":1720137600000,"info":" <span style=\"color:#199ca5\" class=\"mb3 mt2 fonth8_semibold\"> Strong Buy</span>\n            <div class=\"flexrcb px3 displayflex fonth9_semibold\"><span  style=\"color:#199ca5\">Buy 3,\t&nbsp; </span>\n              <span  style=\"color:#828080\">Hold 1, \t&nbsp;</span>\n              <span  style=\"color:#912767\">Sell 0</span>\n      ","marker":{"lineColor":"#199ca5","enabled":true,"symbol":"circle"}},{"y":3.51,"date":1722556800000,"info":" <span style=\"color:#199ca5\" class=\"mb3 mt2 fonth8_semibold\"> Strong Buy</span>\n            <div class=\"flexrcb px3 displayflex fonth9_semibold\"><span  style=\"color:#199ca5\">Buy 5,\t&nbsp; </span>\n              <span  style=\"color:#828080\">Hold 1, \t&nbsp;</span>\n              <span  style=\"color:#912767\">Sell 0</span>\n      ","marker":{"lineColor":"#199ca5","enabled":true,"symbol":"circle"}},{"y":3.9,"date":1725580800000,"info":" <span style=\"color:#199ca5\" class=\"mb3 mt2 fonth8_semibold\"> Strong Buy</span>\n            <div class=\"flexrcb px3 displayflex fonth9_semibold\"><span  style=\"color:#199ca5\">Buy 3,\t&nbsp; </span>\n              <span  style=\"color:#828080\">Hold 1, \t&nbsp;</span>\n              <span  style=\"color:#912767\">Sell 0</span>\n      ","marker":{"lineColor":"#199ca5","enabled":true,"symbol":"circle"}},{"y":4.27,"date":1728000000000,"info":" <span style=\"color:#199ca5\" class=\"mb3 mt2 fonth8_semibold\"> Strong Buy</span>\n            <div class=\"flexrcb px3 displayflex fonth9_semibold\"><span  style=\"color:#199ca5\">Buy 3,\t&nbsp; </span>\n              <span  style=\"color:#828080\">Hold 0, \t&nbsp;</span>\n              <span  style=\"color:#912767\">Sell 0</span>\n      ","marker":{"lineColor":"#199ca5","enabled":true,"symbol":"circle"}},{"y":4.74,"date":1730419200000,"info":" <span style=\"color:#199ca5\" class=\"mb3 mt2 fonth8_semibold\"> Strong Buy</span>\n            <div class=\"flexrcb px3 displayflex fonth9_semibold\"><span  style=\"color:#199ca5\">Buy 3,\t&nbsp; </span>\n              <span  style=\"color:#828080\">Hold 1, \t&nbsp;</span>\n              <span  style=\"color:#912767\">Sell 0</span>\n      ","marker":{"fillColor":"black","lineColor":"black","enabled":true,"symbol":"circle"}},null,null,null,null,null,null,null,null,null,null,null,null],"color":"#0666a7"}]}

Detailed Analyst Forecast >

Technical Analysis

Similar Stocks

Orla Mining

―

ORE

Orezone Gold

―

MAI

Minera Alamos

―

WDO

Wesdome Gold Mines

―

MMS

Macarthur Minerals

―

Compare ORLA Stocks >

Best Analysts Covering ORLA

1 Year

Stephen SoockStifel Nicolaus

1 Year Success Rate

12/14 ratings generated profit

1 Year Average Return

+27.16%

reiterated a buy rating 2 days ago

Copying Stephen Soock's trades and holding each position for 1 Year would result in 85.71% of your transactions generating a profit, with an average return of +27.16% per trade.

Best Analyst Covering >

Popular Stocks

---

Become an Expert with TipRanks Premium

What am I Missing?

Make informed decisions based on Top Analysts' activity

Know what industry insiders are buying

Get actionable alerts from top Wall Street Analysts

Find out before anyone else which stock is going to shoot up

Get powerful stock screeners & detailed portfolio analysis

Subscribe Now See Plans & Pricing

Orla Mining (ORLA) Stock Price & Analysis

ORLA Stock Chart & Stats

Orla Mining News

Financials

Options Prices

Ownership Overview

ORLA FAQ

Orla Mining Stock Smart Score

Analyst Consensus

Blogger Sentiment

Insider Transactions

Crowd Wisdom

Technicals

Fundamentals

Company Description

Orla Mining

ORLA Stock 12 Month Forecast

Average Price Target

Technical Analysis

Best Analysts Covering ORLA

Become an Expert with TipRanks Premium