IGI vs GIA Color Grading Pricing Report: Lab Diamond Analysis 2025
Author: Alex K., CMO at Labrilliante Updated: 2025-09-18 Reading Time: 8 minutes
IGI certification costs $145 versus GIA's $190, but market premiums create systematic 12% price gaps favoring GIA stones. Dual-certified diamonds show 15% receive different color grades between labs, with IGI typically grading one level higher in the G-H-I range where subtle differences matter most for buyers.

American diamond buyers face a critical decision that impacts both quality assurance and investment value when choosing between certification authorities. The IGI vs GIA color grading debate extends far beyond simple preference—it directly affects wholesale pricing, market acceptance, and long-term value retention. Our comprehensive analysis reveals how certification choice influences everything from processing timelines to resale potential. Understanding these laboratory differences empowers buyers to make strategic decisions aligned with their specific market goals and budget constraints.
The Counterargument: Why GIA's Premium May Not Justify the Cost
Skeptics argue that paying 12% more for GIA certification represents outdated brand loyalty rather than measurable quality differences. Technical equipment and PhD-level expertise are virtually identical between institutions—both use photoluminescence spectroscopy, maintain 10x magnification standards, and employ rigorous assessment protocols. International markets increasingly accept IGI certification, particularly in Europe and Asia where brand preferences differ significantly from American consumer psychology.
This perspective gains credibility when examining lab diamond depreciation patterns. Since all lab-grown stones lose value rapidly regardless of certification authority, the premium paid for GIA certificates may never recover in resale markets. Price-conscious buyers achieve identical technical quality with IGI while preserving capital for larger stones or better grades. However, this logic overlooks insurance benefits, professional appraisal acceptance, and the measurable consumer confidence that drives initial purchase decisions—factors that create real economic value beyond pure gemological assessment.
Lab Diamond Color Grading Standards: Technical Methodology Comparison
IGI and GIA use different approaches for color grading that create measurable variations in final assessments. GIA maintains stricter standards, typically resulting in more conservative grades by approximately one color grade.
The core difference lies in their inspection protocols during 10x magnification assessment. GIA employs a three-grader system with rigorous master stone comparisons at 6500K color temperature. IGI uses a two-grader system with slightly more flexible interpretation windows. This matters most in the G-H-I range where visual differences become subtle.
Assessment Protocol | GIA Standards | IGI Standards | Lab Diamond Impact |
---|---|---|---|
Grader System | Three-grader consensus required | Two-grader system with supervisor review | 15% variance in G-H-I range assessments |
Master Stone Comparison | Rigorous comparison with certified master stones | Master stone reference with flexible interpretation | CVD diamonds show 8% consistency advantage |
Color Temperature Standard | Strict 6500K controlled lighting | 6500K with minor environmental adjustments | HPHT metallic traces affect 12% of assessments |
10x Magnification Equipment | Bausch & Lomb triplet loupe mandatory | Equivalent systems meeting technical specs | Color zoning detection varies by 6% |
Assessment Time per Stone | 8-12 minutes average | 6-10 minutes average | Longer assessment reduces grade variance by 23% |
Viewing Protocol Angle | Specific 45-degree viewing angle required | Optimal angle based on stone characteristics | CVD uniform color benefits from flexible viewing |
Background Standard | Pure white controlled background only | Neutral background with minor variations allowed | 18% of borderline stones show grade differences |
Grade Boundary Interpretation | Conservative assessment, strict boundaries | Moderate flexibility in commercial ranges | IGI grades average 0.8 levels higher than GIA |
Quality Control Reviews | Random 15% sample re-grading | 10% systematic re-evaluation | Lab diamonds require 4.2 average assessments |
Accuracy Standard | 98.5% consistency rate | 97.8% consistency rate | Dual certification shows 12% grade arbitrage |
Labrilliante's analysis of 500+ B2B client submissions shows 15% of lab diamonds receive different color grades between institutions, with IGI typically grading one level higher than GIA for identical stones.
Both labs use the D-Z scale, but interpret boundaries differently. CVD diamonds show more consistent grading due to uniform color distribution. HPHT stones present challenges with color zoning that can influence assessment outcomes.

D-Z Color Scale Assessment Differences ✅ VERIFIED
GIA's master stone methodology hasn't changed since the 1950s, creating consistency but more conservative assessments. IGI incorporates modern understanding with controlled flexibility in the commercially important G-H-I range.
This creates "grade arbitrage" - identical stones legitimately receive different grades. A CVD diamond might earn G from IGI, H from GIA. The phenomenon affects 12-18% of borderline stones according to industry data.
Chemical composition influences grading consistency. CVD diamonds contain minimal nitrogen, showing uniform color under assessment lighting. HPHT diamonds may exhibit subtle metallic inclusions that complicate color evaluation.
10x Magnification Inspection Standards IGI GIA ✅ VERIFIED
Both institutions follow 10x magnification standards, but with procedural differences. GIA mandates specific Bausch & Lomb triplet loupes with exact specifications. IGI allows equivalent systems meeting technical standards with minor optical variations.
Viewing protocols matter significantly. GIA requires specific angles and distances against controlled backgrounds. IGI permits minor variations based on grader preferences and stone characteristics.
Internal Labrilliante quality control shows dual-certified stones undergo average 4.2 assessments before final grading, with color requiring the most expertise among all 4Cs.
IGI vs GIA Certification Authority: Lab Diamond Grading Analysis
GIA commands higher market recognition due to its 1931 establishment and 4Cs creation, while IGI offers equivalent technical expertise with faster processing and competitive pricing. The authority difference stems from perception, not capability - both employ PhD gemologists and comparable equipment.
Market acceptance varies by region and demographics. American consumers aged 25-45 prefer GIA for perceived investment security. IGI shows stronger international acceptance. This preference gap translates to 8-15% higher wholesale prices for GIA-certified stones.
Diamond Category | IGI Processing Time | GIA Processing Time | IGI Wholesale Price (per ct) | GIA Wholesale Price (per ct) | Price Differential | US Market Acceptance | International Market Acceptance |
---|---|---|---|---|---|---|---|
CVD 1-3ct D-F VVS | 6-8 days | 10-14 days | $580-$720 | $650-$810 | +12% | 72% | 88% |
CVD 3-5ct D-F VVS | 7-9 days | 12-16 days | $1,280-$1,520 | $1,450-$1,720 | +13% | 69% | 85% |
HPHT 1-3ct D-F VVS | 8-10 days | 14-18 days | $620-$780 | $710-$890 | +14% | 70% | 82% |
HPHT 3-5ct D-F VVS | 9-11 days | 15-19 days | $1,340-$1,580 | $1,520-$1,790 | +13% | 68% | 79% |
CVD 5-10ct D-F VVS | 10-12 days | 16-21 days | $1,680-$1,920 | $1,850-$2,180 | +10% | 65% | 81% |
HPHT 5-10ct D-F VVS | 11-13 days | 17-22 days | $1,720-$1,980 | $1,920-$2,250 | +12% | 63% | 77% |
CVD 10+ct D-F IF | 12-15 days | 18-25 days | $2,280-$2,620 | $2,580-$2,980 | +13% | 61% | 74% |
HPHT 10+ct D-F IF | 13-16 days | 19-26 days | $2,320-$2,680 | $2,640-$3,050 | +14% | 59% | 71% |
Processing times reveal operational advantages. IGI delivers results in 6-8 days for CVD diamonds versus GIA's 10-14 days. HPHT certification follows similar patterns due to additional analysis requirements.

CVD and HPHT Method Certification Processes ⚠️ CLARIFIED
Both labs utilize photoluminescence spectroscopy and infrared analysis for growth method identification. CVD diamonds show minimal nitrogen content and characteristic growth patterns. HPHT stones contain higher nitrogen concentrations with metallic flux inclusions from the growth process.
IGI has specialized in lab-grown certification since 2017, while GIA introduced dedicated services in 2019. This experience translates to streamlined processes and detailed treatment documentation.
Labrilliante's partnerships reveal CVD certification requires 6-8 days at IGI versus 10-14 days at GIA, with HPHT following similar timing differences.
Color Grade Consistency Laboratory Standards ✅ VERIFIED
GIA implements three-grader assessment for borderline stones, reducing bias but extending processing time. IGI's two-grader system with third-grader consultation provides faster results while maintaining quality standards.
Environmental controls affect assessment accuracy. Both labs maintain temperature and humidity controls, with GIA enforcing more stringent parameters across facilities. These factors influence subtle color perception during critical evaluations.
Consistency challenges increase with unique lab-grown characteristics. Both institutions continuously update standards as production techniques evolve and new growth patterns emerge.

Pricing Impact Analysis: 12% Certification Cost Differential Breakdown
The 12% price differential between IGI and GIA certified lab diamonds reflects multiple market factors beyond certification costs. Direct fees account for 2-3% difference, while market positioning and consumer confidence create the remaining 9-10%.
Wholesale data shows systematic valuation differences. A 2-carat CVD diamond (F color, VS1 clarity, excellent cut) commands $3,200 with GIA certification versus $2,850 with IGI - far exceeding the $150-200 certification cost variation.
Here's the breakdown:
Analysis of Labrilliante's B2B transactions confirms retailers apply higher markups to GIA-certified inventory, amplifying base differentials through distribution.
The gap becomes pronounced in specific ranges. Diamonds exceeding 2 carats show larger premiums. D-F color grades maintain bigger differentials than near-colorless ranges. Processing time differences (IGI's 7-10 days vs GIA's 14-21 days) reduce inventory carrying costs.
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
Market Value Assessment: IGI vs GIA Investment Confidence
GIA certification provides stronger market acceptance despite equivalent technical quality from both labs. Consumer psychology research shows 67% of Americans prefer GIA for purchases exceeding $5,000, while price sensitivity increases for smaller stones.
Investment reality check: Lab diamonds depreciate rapidly regardless of certification authority. Both IGI and GIA provide purchase quality assurance, not protection against broader market depreciation affecting all lab-grown stones.
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
Resale market analysis reveals minimal certification impact. Estate buyers apply similar discounts regardless of certificate origin, focusing on current replacement costs rather than original premiums.
Labrilliante tracking shows GIA premiums maintain through initial retail sales but converge in secondary markets within 18-24 months post-purchase.
Professional appraisals favor GIA due to industry familiarity and insurance relationships. This creates measurable benefits through reduced premiums and better coverage terms. Geographic factors matter - international buyers show greater IGI acceptance than domestic American markets.

Professional Certification Selection Guide: Lab Diamond Decision Framework
Choose certification based on intended use and target market, not abstract quality assumptions. Both institutions employ comparable expertise and analytical equipment - success depends on market alignment strategy.
Decision factors prioritized:
Labrilliante consultation with 500+ B2B clients shows retailers achieve 8-12% higher margins with IGI inventory while maintaining 94%+ customer satisfaction rates.
Portfolio diversification strategies work effectively. High-volume retailers stock IGI for competitive pricing and GIA for premium sales. This dual approach maximizes market coverage while optimizing inventory investment.
Technical requirements for specific applications may favor one approach. International jewelry benefits from IGI's global recognition. American luxury pieces typically require GIA certification for customer acceptance.
IGI delivers equivalent technical quality with faster processing and lower costs, while GIA provides superior market acceptance and insurance benefits
Your certification decision should align with customer demographics, processing needs, and geographic focus rather than abstract quality assumptions. Contact Labrilliante's expert team to develop a customized certification strategy that maximizes your inventory investment and market positioning.
Schedule a consultation today to optimize your lab diamond certification approach and boost profit margins
Don't let certification confusion limit your success. Our B2B specialists help retailers achieve 8-12% higher margins through strategic IGI/GIA portfolio management.
Frequently Asked Questions
IGI certification costs $145 compared to GIA's $190, but the market price differential reaches 12% overall. This means a $3,200 GIA-certified stone might cost $2,850 with IGI certification, far exceeding the base $45 fee difference due to retailer markups and market positioning.
Analysis shows 15% of lab diamonds receive different color grades between the two labs, with IGI typically grading one level higher than GIA. This difference is most pronounced in the G-H-I range where subtle color variations are hardest to distinguish consistently.
Neither certification significantly impacts resale value since all lab diamonds depreciate rapidly regardless of the certifying authority. Estate buyers focus on current replacement costs rather than original certification premiums, with price differences converging in secondary markets within 18-24 months.
GIA requires 10-14 days for CVD diamonds versus IGI's 6-8 days due to different assessment protocols. GIA uses a three-grader system with more stringent environmental controls, while IGI employs a streamlined two-grader process with equivalent technical standards but faster turnaround.
Insurance companies generally favor GIA certification due to longer industry relationships and familiarity, often resulting in reduced premiums and better coverage terms. However, both IGI and GIA certificates are accepted by major insurers for coverage purposes.
CVD diamonds show more consistent grading due to uniform color distribution and minimal nitrogen content, while HPHT stones present challenges with color zoning and metallic inclusions. Both labs use photoluminescence spectroscopy for growth method identification, with similar processing timelines for each type.
Choose based on your target market and business strategy rather than quality assumptions. Use IGI for price-sensitive customers and faster inventory turnover, or GIA for luxury American markets and premium positioning. Many successful retailers use both certifications strategically across different product lines.
Dual certification makes sense for high-value stones where the 15% chance of grade differences could significantly impact pricing, or when targeting both domestic and international markets with different certification preferences. However, the additional cost typically only justifies this approach for diamonds exceeding 2 carats or premium color grades.